Displaying items by tag: Mathematics
Mathematics Schemes - Grade 3 Schemes of Work Term 2 2023
Week |
Lesson |
Strand |
Sub Strand |
Specific Learning Outcomes |
Learning Experiences |
Key Inquiry Questions |
Learning Resources |
Assessment |
Remarks |
1
|
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add two 3-digit numbers with regrouping with sum not exceeding 1000 |
Learners to add two 3-digit numbers with regrouping |
How do we add 3-digit numbers with regrouping? |
Chalk board Charts |
Written exercise |
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add two 3-digit numbers with regrouping with sum not exceeding 1000 |
Learners to add two 3-digit numbers with regrouping |
How do we add 3-digit numbers with regrouping? |
Chalk board charts Oxford mathematics activities learner’s grade 3 page 60 |
Written exercise |
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add two 3-digit numbers with regrouping with sum not exceeding 1000 |
Learners to add two 3-digit numbers with regrouping |
How do we add 3-digit numbers with regrouping |
Chalk board charts Oxford mathematics activities learner’s grade 3 page 61 |
Written exercise |
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to work out missing numbers in patterns involving addition up to 1000 |
Learners to find the next number in the patterns |
What is the next number? |
Chalk board charts Oxford mathematics activities learner’s grade 3 page 64 |
Observation Written exercise |
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to work out missing numbers in patterns involving addition up to 1000 |
Learners to find the next number in the pattern |
What is the next number in the pattern? |
Chalk board charts Oxford mathematics activities learner’s grade 3 page 65 |
Written exercise |
|
2 |
1 |
Number |
Addition |
By the end of the lesson the learner should be able to work out all problems on addition |
Learners to work out all problems on addition |
Can you work problems on addition? |
Chalk board charts Oxford mathematics activities learner’s grade 3 page 66-67 |
Written exercise |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to3-digit numbers without regrouping |
Learners to work out subtraction of 3-digit numbers using a number line |
Can we work out subtraction using a number line? |
Oxford mathematics activities learner’s grade 3 page 68 |
Observation Written exercise |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to3-digit numbers without regrouping |
Learners to work out subtraction using a place value chart |
How can we subtract using a place value? |
Charts Oxford mathematics activities learner’s grade 3 page 68 |
Oral questions Written exercise |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to carry out subtraction of 2-digit number from a 3-digit number without regrouping |
Learners to subtract 2-digit numbers from 3-digit numbers without regrouping |
How do we subtract without regrouping? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 73 |
Observation Written exercise |
|
|
5 |
Number |
Subtraction |
By the end of the lesson the leaner should be able to subtract 2-digit numbers from 3-digit numbers |
Learners to subtract 2-digit numbers from 3-digit numbers horizontally |
How do we subtract horizontally? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 74 |
Written exercise |
|
3 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 3- digit numbers involving missing numbers with single regrouping |
Learners to subtract 1-digti numbers from 3-digit numbers with regrouping |
Can we subtract 1-digit numbers from 3-digti numbers with regrouping? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 70 |
Observation Written exercise |
|
|
2 |
Numbers |
subtraction |
By the end of the lesson the learner should be able to subtract up to3- digit numbers involving missing numbers with single regrouping |
Learners to subtract 1-digti numbers from 3-digit numbers with regrouping |
Can we subtract 1-digit numbers from 3-digti numbers with regrouping? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 71 |
Written exercise |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to3- digit numbers involving missing numbers with single regrouping |
Learners to read out loudly and then solve problems on subtraction |
Can you solve word problems on subtraction? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 71
|
Oral questions Written exercises |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 3- digit numbers involving missing numbers with single regrouping |
Learners to work out subtraction of 2-digit from 3digit numbers |
Can we subtract 2-digit numbers from 3-digit numbers? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 75 |
Observation Written exercise |
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to3- digit numbers involving missing numbers with single regrouping |
Learners to work out subtraction of 2-digit from 3digit numbers |
Can we subtract 2-digit numbers from 3-digit numbers? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 76 |
Written exercise |
|
4 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 3-digit numbers by breaking apart |
Learners to work out subtraction of 2-digit from 3digit numbers by breaking apart |
How do we subtract by breaking apart? |
Chalk board Oxford mathematics activities learner’s grade 3 page 77 |
Observation Written exercise |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract a 3-digit number from a 3-digti number |
Learners to work out subtraction of 3-digit numbers from 3-digit numbers |
Can we subtract 3-digti number from a 3-digit number? |
Charts Work books Oxford mathematics activities learner’s grade 3 page 79 |
Observation Written exercise |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract horizontally |
Learners to subtract 3-digit numbers from 3-digti numbers horizontally |
How do we subtract 3-digit from a 3-digti number horizontally? |
Charts Work books Oxford mathematics activities learner’s grade 3 page 80-81 |
Observation Written exercise |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract 3-digit numbers from 3-digit numbers with regrouping |
Learners to subtract 3-digit numbers from 3-digti numbers with regrouping |
Can we subtract up to 3-digti numbers with regrouping? |
Charts Work books Oxford mathematics activities learner’s grade 3 page 81-82 |
Written exercises |
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to3-digit numbers by breaking apart |
Learners to subtract 3-digit numbers from 3-digti numbers by breaking apart |
Can we subtract up to 3-digit numbers by breaking apart? |
Charts Work books Oxford mathematics activities learner’s grade 3 page 84 |
Observation Written exercises |
|
5 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out word problems that involves subtraction up to 3-digit numbers |
Learners to work out word problems on subtraction up to 3-digit number |
Can you work out word problems on subtraction? |
Charts Work books Oxford mathematics activities learner’s grade 3 page 85 |
Oral exercise Written exercises |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out missing numbers in number patterns involving subtraction up to 1000 |
Learner in pairs to discuss how to work out missing numbers in patterns involving subtraction up to 1000 |
How do you identify the missing number in a pattern? |
Number cards Oxford mathematics activities learner’s grade 3 page 87 |
Observation written exercise Oral questions |
|
|
3 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to multiply single digit numbers by numbers 1-10 in different contexts |
Learners in pairs/groups to multiply single digit numbers by numbers 110using repeated addition |
How can we demonstrate multiplication as repeated addition? |
Number cards Oxford mathematics activities learner’s grade 3 page 90-91 |
Observation Written exercise Oral questions |
|
|
4 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to multiply single digit numbers by numbers 1-10 in different contexts |
Learners to multiply using a number line |
How can we multiply be using a number line? |
Number cards Oxford mathematics activities learner’s grade 3 page 92 |
Written exercise |
|
|
5 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to multiply single digit numbers by numbers 1-10 in different contexts |
Learners to practice cards with arrays in carrying out multiplication |
How ca we multiply using arrays? |
Cards with arrays Oxford mathematics activities learner’s grade 3 page 93 |
Oral exercise Written exercise |
|
6 |
1 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to work out multiplication using the multiplication table |
Learners to practice using the multiplication table |
How do we use the multiplication table? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 94-95 |
Oral exercises Written exercises |
|
|
2 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to work out word problems on multiplication |
Learners to solve word problems on multiplication |
How can we solve word problems on multiplication? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 95-96 |
Written exercise Oral exercises |
|
|
3 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to multiply single digit numbers by numbers 1-10 in different contexts |
Learners to multiply different single numbers with 6 and 7 |
Can we carry out the multiplication of 6 and 7? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 96 |
Written exercises |
|
|
4 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to work out word problems on multiplication |
Learners to multiply different single numbers up to 10 |
Can we carry out the multiplication of 10? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 98 |
Oral exercises Written exercises |
|
|
5 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to fill the multiplication table |
Learners to fil the multiplication tables |
How can we fill the multiplication table? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 99 |
Written exercise |
|
7 |
1 |
Numbers |
Division |
By the end of the lesson the learner should be able to represent division as repeated subtraction up to 5 times divide by sharing equally |
Learners in pairs/groups to share objects equally as a way of dividing |
How can we divide by sharing equally? |
Chalkboard Oxford mathematics activities learner’s grade 3 page 103 |
Written exercise |
|
|
2 |
Numbers |
Division |
By the end of the lesson the learner should be able to show relationship between multiplication and division using mathematical sentences up to 9*10=90 |
Learners to discuss the relationship between division and multiplication using the multiplication table |
How do we show the relationship between division and multiplication? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 104
|
Observation Written exercises |
|
|
3 |
Numbers |
Division |
By the end of the lesson the learner should be able to show relationship between multiplication and division using mathematical sentences up to 9*10=90 |
Learners to discuss the relationship between division and multiplication using the multiplication table |
How do we show the relationship between division and multiplication? |
Multiplication table Oxford mathematics activities learner’s grade 3 page 105
|
Observation Written exercises |
|
|
4 |
Numbers |
Division |
By the end of the lesson the learner should be able to show relationship between multiplication and division using mathematical sentences up to 9*10=90 |
Learners to practice using division wheel in division |
How do we use a division wheel for division? |
Oxford mathematics activities learner’s grade 3 page 105
|
Observation Written exercise |
|
|
5 |
Numbers |
Division |
By the end of the lesson the learner should be able to show relationship between multiplication and division using mathematical sentences up to 9*10=90 |
Learners to practice using division wheel in division |
How do we use a division wheel for division? |
Oxford mathematics activities learner’s grade 3 page 105 Workbooks |
Observation Written exercise |
|
8 |
1 |
Measurement |
Length |
By the end of the lesson the learner should be able to measure length in meters |
Learners in pairs/groups to use Metre sticks to measure various distances and record their results |
How do you measure the chalkboard using a Metre stick? |
Metre stick Oxford mathematics activities learner’s grade 3 page 109 Work books |
Observation Written exercise |
|
|
2 |
Measurement
|
Length |
By the end of the lesson the learner should be able to add and subtract length in meters |
Learners in groups to measure the lengths of the 4 walls in their classroom and add the lengths |
How many meters do you get? |
Metre stick Oxford mathematics activities learner’s grade 3 page 111 Work grades |
Oral exercise Observation |
|
|
3 |
measurement |
Length |
By the end of the lesson the learner should be able to add and subtract length in meters |
Learners to measure the length of the chalkboard and the wall if it is fixed and work out the difference in length |
How do we add and subtract lengths |
Metre stick Oxford mathematics activities learner’s grade 3 page 113 Work grades |
Observation Written exercise |
|
|
4 |
Measurement |
Mass |
By the end of the lesson the learner should be able to measure mass in kilograms |
Learners to measure mass in kg using a beam balance |
How can you make a 1-kg mass using a beam balance? |
Beam balance Mass Oxford mathematics activities learner’s grade 3 page 114 Work grades |
Observation Written exercise |
|
|
5 |
Measurement |
mass |
By the end of the lesson the learner should be able to estimate mass up to 5 kilograms |
Learners to estimate mass up to 5 kg and measure to confirm |
How do you estimate length? |
Beam balance Mass Oxford mathematics activities learner’s grade 3 page 117 Work grades |
Observation Written exercise |
|
9 |
1 |
Measurement |
Mass |
By the end of the lesson the learner should be able to add and subtract mass in kilograms |
Learners to add and subtract mass in kilograms in real life situations |
How do you add mass? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 118 |
Observation Written exercise |
|
|
2 |
Measurement |
Mass |
By the end of the lesson the learner should be able to add and subtract mass in kilograms |
Learners to add and subtract mass in kilograms in real life situations |
How do you subtract mass? |
Chalkboard Charts Oxford mathematics activities learner’s grade 3 page 120 |
Observation Written exercise |
|
|
3 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity in liters |
Learners in pairs/groups measure capacity of different containers in liters |
What can we use to measure capacity? |
Buckets/liter bottles Water Buckets/liter bottles Water Oxford mathematics activities learner’s grade 3 page 121122 |
Observation Written exercise |
|
|
4 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity in liters |
Learners in pairs/groups measure capacity of different containers in liters |
What can we use to measure capacity? |
Buckets/liter bottles Water Oxford mathematics activities learner’s grade 3 page 123 |
Observation Oral exercise |
|
|
5 |
Measurement |
capacity |
By the end of the lesson the learner should be able to estimate capacity up to 5 liters |
Learners to estimate capacity up to 5 liters and measure to confirm |
How can we estimate capacity? |
Buckets/liter bottles Water Oxford mathematics activities learner’s grade 3 page 124 |
Observation Written exercise |
|
10 |
1 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to add and subtract capacity in liters |
Learners to add and subtract capacity in liters in real life situations |
What can we use to measure capacity? |
Containers Water Oxford mathematics activities learners grade 3 page 124125 |
Observation Written exercise Oral questions |
|
|
2 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to add and subtract capacity in liters |
Learners to work out word problems that involves capacity in real life situations |
How can we solve word problems on capacity? |
Chalkboard Oxford mathematics activities learners grade 3 page 126 |
Written questions Oral exercises |
|
|
3 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to add and subtract capacity in liters |
Learners to add and subtract capacity in liters in real life situations |
How can you subtract capacity? |
Chalkboard Oxford mathematics activities learners grade 3 page 127 |
Written exercise Oral question |
|
|
4 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to add and subtract capacity in liters |
Learners to work out word problems that involves capacity in real life situations |
Can you work out the word problems on capacity? |
Chalkboard Oxford mathematics activities learners grade 3 page 128 |
Written exercise Oral question |
|
|
5 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to work out mixed exercises on capacity |
Learners to add and subtract capacity in liters in real life situations |
How can we work out problems on capacity? |
Chalkboard charts Oxford mathematics activities learners grade 3 page 128 |
Observation Written exercise |
|
11 |
END OF TERM ASSESSMENT AND CLOSING |
Mathematics Schemes - Grade 3 Schemes of Work Term 1 2023
Week |
Lesson |
Strand |
Sub-Strand |
Specific Learning Outcomes |
Key Inquiry Questions |
Learning Experiences |
Learning Resources |
Assessment |
Remarks |
1 |
1 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
In which position were you when you came to class in the morning? |
Learners in groups /pairs to arrange different items in order of size starting with the smallest |
Counters Charts Oxford mathematics activities learner’s book3 page 1 |
Observation Writing exercise |
|
|
2 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
In which position was your number in the race? |
Leaners in pairs/groups to get to the field and run in a race and identify their positions |
School field Oxford mathematicsactivities learner’s book3 page 1 |
Observation Oral exercise |
|
|
3 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Which day of the week is position 1? |
Learners to match days, months with their position |
Charts Calendar Oxford mathematics activities learner’s book 3 page 3 |
Writing exercise Oral exercise |
|
|
4 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we number positions in the cards? |
Learners to identify the position of an object from a reference point using first, second up to 20 |
Charts Cards Oxford mathematics activities learner’s book 3 page 3 |
Observation In class writing exercise |
|
|
5 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Which position is your book? |
Learners to identify the position of an object from a reference point using first, second up to 20 |
Charts Number Cards Oxford mathematics activities learner’s book 3 page 4-5 |
In class writing exercise
|
|
2 |
1 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we find the position of each object? |
Learners in pairs/groups to relate numbers 1-20 to position first, second up to 20th |
Number cards Oxford mathematics activities learner’s book 3 page 5 |
Oral questions Writing exercises |
|
|
2 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we find the position of each object? |
Learners in pairs/groups to relate numbers 1-20 to position first, second up to 20th |
Number cards Oxford mathematics activities learner’s book 3 page 5-6 |
Observation Written exercise |
|
|
3 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we find the position of each object? |
Learners in pairs/groups to relate numbers 1-20 to position first, second up to 20th |
Number cards Oxford mathematics activities learner’s book 3 page 5-6 |
Observation Written exercise |
|
|
4 |
numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we find the position of each object? |
Learners to get out of the class and identify the position numbers of buildings within the school compound |
Number cards Oxford mathematics activities learner’s book 3 page 6 |
Observation Written exercise |
|
|
5 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we find the position of each floor of a storey building |
Learners to identify the position number of floors in storey buildings |
Number cards Oxford mathematics activities learner’s book 3 page 7-8 |
Observation Writing exercises |
|
3 |
1 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to use ordinal numbers to identify numbers from 1-20 |
Can we find the position numbers of alphabets? |
Learners to identify the position numbers of letters A-Z |
Number cards Oxford mathematics activities learner’s book 3 page 10-11 |
Observation Writing exercise |
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers forward and backwards from 1-1000 |
How would you get the total number of people in a group? |
Learner sin pairs/groups to count in 1’s forward and backwards starting from any point |
Charts Chalkboard Number cards Oxford mathematics activities learner’s book 3 page 12 |
Observation Oral exercise |
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers forward and backwards from 1-1000 |
How would you get the total number of people in a group? |
Learner sin pairs/groups to count in 2’s forward and backwards starting from any point from 1-1000 |
Charts Chalkboard Number cards Oxford mathematics activities learner’s book 3 page 13 |
Written exercise Oral exercise |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers forward and backwards from 1-1000 |
How do we count in 5’s? |
Learner sin pairs/groups to count in 5’s forward and backwards starting from any point from1-1000 |
Chalkboard Charts Number cards Oxford mathematics activities learner’s book 3 page 14 |
Observation Oral exercise |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers forward and backwards from 1-1000 |
How do we count in 10’s? |
Learner sin pairs/groups to count in 10’s forward and backwards starting from any point from1-1000 |
Chalkboard Charts Number cards Oxford mathematics activities learner’s book 3 page 15 |
Observation Written exercise |
|
4 |
1 |
Numbers |
Whole numbers |
by the end of the lesson the learner should be able to identify the place value up to thousands |
Can we show the place value? |
Learner sin pairs /groups to discuss place value up to thousands |
Sticks and abacus Oxford mathematics activities learner’s book 3 page 16 |
Written exercise |
|
|
2 |
Numbers |
Whole numbers |
by the end of the lesson the learner should be able to identify the place value up to thousands |
Can we show the place value? |
Learner sin pairs /groups to discuss place value up to thousands |
Sticks and abacus Oxford mathematics activities learner’s book 3 page 17 |
Observation Written exercise |
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify the place value up to thousands |
Can we show the place value? |
Learner sin pairs /groups to discuss place value up to thousands |
Sticks and abacus Oxford mathematics activities learner’s book 3 page 18 |
Observation Written exercise |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read numbers 1-1000 in symbols |
Can you read from number 11000? |
Learners in pairs/groups to complete reading numbers 1-1000 in symbols |
Number cards Charts Oxford mathematics activities learner’s book 3 page 19 |
Writing exercise Oral questions |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read numbers 11000 in symbols |
Can you read from number 301-500? |
Learners in pairs/groups to complete reading numbers 301-500 in symbols |
Number cards Charts Oxford mathematics activities learner’s book 3 page 20 |
Writing exercise Oral questions |
|
5 |
1 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read numbers 11000 in symbols |
Can you read from number 501-1000? |
Learners in pairs/groups to complete reading numbers 501-1000 in symbols |
Number cards Charts Oxford mathematics activities learner’s book 3 page 20 |
Writing exercise Oral questions |
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers from 1-1000 in words |
Can you read and write numbers120? |
Learners to read and write numbers 1-20 in words |
Charts Chalkboard Oxford mathematics activities learner’s book 3 page 21 |
Oral question Written exercise |
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers from 1-1000 in words |
Can you read and write numbers 21-40? |
Learners to read and write numbers 21-40 in words |
Charts Chalkboard Oxford mathematics activities learner’s book 3 page 22 |
Oral question Written exercise |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers from 1-1000 in words |
Can you match the numbers with the number words? |
Learners to match numbers with number words |
Work books Oxford mathematics activities learner’s book 3 page 23 |
Oral question Written exercise |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers from 1-1000 in words |
Can you read and write numbers from 41-60? |
Learners to read and write numbers 41-60 in words |
Charts Chalkboard Oxford mathematics activities learner’s book 3 page 24 |
Observation Written exercise |
|
6 |
1 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers from 1-1000 in words |
Can you read and write numbers from 61-80? |
Learners to read and write numbers 61-80 in words |
Charts Chalkboard Oxford mathematics activities learner’s book 3 page 25 |
Written exercise |
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers from 1-1000 in words |
Can you read and write numbers from 81-100? |
Learners to read and write numbers 81-100 in words |
Charts Chalkboard Oxford mathematics activities learner’s book 3 page 26-27 |
Written exercise |
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 1000 |
Ca you find the missing numbers? |
Learners to identify the missing numbers |
Chalkboard Number cards Oxford mathematics activities learner’s book 3 page 28 |
Observation Written exercise |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 1000 |
What is the next number? |
Learners to identify the next number in the pattern |
Chalkboard Number cards Oxford mathematics activities learner’s book 3 page 29 |
Written exercise |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 1000 |
What is the next number? |
Learners to identify the next number in the pattern |
Chalkboard Number cards Oxford mathematics activities learner’s book 3 page 30 |
Written exercise |
|
7 |
1 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 1000 |
What is the next number? |
Learners to identify the next number in the pattern |
Chalkboard Number cards Oxford mathematics activities learner’s book 3 page 31 |
Written exercises |
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to appreciate number patterns as they skip on a number line By the end of the lesson the learner should be able to play games involving patterns |
How can we use a number line in patterns? Can you play patterns games? |
Learners to use a number line on identifying the next number in the pattern Learners in pairs/groups to play games involving patterns |
Charts Chalkboard Playing cards |
Written exercise Oral exercise Observation
|
|
|
3 |
Numbers |
Fractions |
By the end of the lesson the learner should be able to identify ½ part of a whole |
Can you divide a shape into two halves? |
Learners in pairs/groups to make circular cut-outs |
Pieces of papers Pairs of scissors Oxford mathematics activities learner’s book 3 page 32 |
Observation Oral exercise |
|
|
4 |
Numbers |
Fractions |
By the end of the lesson the learner should be able to identify ¼ part of a whole |
Can you divide a shape into four equal parts? |
Learners in pairs/groups to make rectangular cut-outs and fold them into 4 equal parts to get quarter of a whole and identify each part as ¼ of the whole |
Oxford mathematics activities learner’s book 3 page 33 Colours
|
Writing exercise Oral questions |
|
|
5 |
Numbers |
Fractions |
By the end of the lesson the learner should be able to identify 1/8 part of a whole |
Can you divide a shape into eight equal parts? |
Learners in pairs/groups to make rectangular cut-outs and fold them into 8 equal parts to get quarter of a whole and identify each part as 1/8 of the whole |
Pieces of papers Pairs of scissors Oxford mathematics activities learner’s book 3 page 35
|
Writing exercise Oral questions |
|
8 |
1 |
Numbers |
Whole numbers
|
By the end of the lesson the learner should be able to identify which one is bigger between the ½, ¼ and 1/8 |
Which one is bigger? |
Learner to identify the biggest size between ½, ¼ and 1/8 |
Pieces of papers Pairs of scissors Oxford mathematics activities learner’s book 3 page 34 |
Writing exercise Oral questions |
|
|
2 |
Numbers |
Fractions |
By the end of the lesson the learner should be able to ½, ¼ and 1/8 as part of a groups |
Can you identify a quarter of a group? |
Learners in pairs/groups to make rectangular cut-outs and fold to get 4 equal parts and identify one part as a ¼ of a whole |
Pieces of papers Pairs of scissors Oxford mathematics activities learner’s book 3 page 37-38
|
Written exercise |
|
|
3 |
Numbers |
Fractions |
By the end of the lesson the learner should be able to ½, ¼ and 1/8 as part of a groups |
Which has more? |
Learners to identify which fraction has more of a given whole number |
Work books Oxford mathematics activities learner’s book 3 page 39 |
Written exercise Observation |
|
|
4 |
Numbers |
Fraction |
By the end of the lesson the learner should be able to work out word problems involving fractions |
Can you work out word problems involving fractions? |
Learners to read and solve word problems on fractions |
Work books Oxford mathematics activities learner’s book 3 page 41-42 |
Written exercise |
|
|
5 |
Number |
Fractions |
By the end of the lesson the learner should be able to add by counting on a number line |
How do you add using a number line? |
Learners to practice adding number using a number line |
Chalkboard Oxford mathematics activities learner’s book 3 page 44 |
Written exercise |
|
9 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add by counting on |
How do we add by counting on? |
Learners to add numbers by counting on |
Chalkboard Oxford mathematics activities learner’s book 3 page 45 |
Oral exercise Written exercise |
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add using a place value chart |
Can you add using a place value chart? |
Learners to practice using the place value chart in adding numbers |
Chalkboard Oxford mathematics activities learner’s book 3 page 46 |
Written exercise |
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add a 3-digit number to up to a 2-digit number without regrouping with sum not exceeding 1000 |
Can you add 3digit numbers to 1-digit number? |
Learners to add 3-digit numbers to 1-digit number |
Chalkboard Oxford mathematics activities learner’s book 3 page 46
|
Written exercise Oral questions |
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add a 3-digit number to up to 2-digit number with single regrouping with sum not exceeding 1000 |
How do we regroup numbers? |
Learners to practice adding horizontally and vertically |
Chalkboard Oxford mathematics activities learner’s book 3 page 46
|
Written exercise |
|
|
5 |
Numbers |
addition |
By the end of the lesson the learner should be able to add a 3-digit number to up to 2-digit number with single regrouping with sum not exceeding 1000 |
How do we regroup numbers? |
Learners add multiples of 10 |
Chalkboard Oxford mathematics activities learner’s book 3 page 54
|
Observation Written exercises |
|
10 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to solve word problems on addition of 3-digit numbers to 2digit number |
Can you solve word problems on addition? |
Learners to work out word problems on addition of 3digit numbers to 2-digit numbers |
Oxford mathematics activities learner’s book 3 page55 |
|
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add three single digit numbers with sum up to 27 |
How do we add 3-single digit numbers? |
Learners to add three single digits with the sum not exceeding 27 |
Chalkboard Oxford mathematics activities learner’s book 3 page 56-57 |
Written exercise |
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add two 3-digit numbers without regrouping |
How do we add 3-digit numbers without regrouping? |
Learner should practice adding 3-digit numbers without regrouping |
Chalk board charts Oxford mathematics activities learner’s book 3 page 59 |
Written exercise |
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add two 3-digit numbers with regrouping with sum not exceeding 1000 |
How do we add 3-digit numbers with regrouping |
Learners to add two 3digit numbers with regrouping |
Chalk board charts Oxford mathematics activities learner’s book 3 page 61 |
Written exercise |
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to work out missing numbers in patterns involving addition up to 1000 |
What is the next number? |
Learners to find the next number in the patterns |
Chalk board charts Oxford mathematics activities learner’s book 3 page 64 |
Observation Written exercise |
|
Mathematics Schemes - Grade 2 Schemes of Work Term 3 2023
Week |
Lesson |
Strand |
Sub-strand |
Specific learning outcomes |
Key Inquiry questions |
Learning Experiences |
Learning Resources |
Assessment |
Remarks |
1 |
1 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity using fixed units |
What can you use to measure capacity of different containers? |
Learners in pairs/groups to use small containers of equal capacity to fill bigger containers of same capacity but different shapes with water and count the number of small containers used to fill them |
Containers Water Jkf primary mathematics learner’s activities book 2 page 83 |
Observation Oral exercise |
|
|
2 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity using fixed units |
What can you use to measure capacity of different containers |
Learners in pairs/groups to use small containers of equal capacity to fill bigger containers of same capacity but different shapes with water and count the number of small containers used to fill them |
Jkf primary mathematics learner’s activities book 2 page 83 Water Containers |
Observation writing exercise |
|
|
3 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity using fixed units |
How many small containers were used? |
Learners to identify the number of small containers that they used to fill the big containers with water |
Container Water Jkf primary mathematics learner’s activities book 2 page 84 |
Observation writing exercise |
|
|
4 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to identify the liter as a unit of measuring capacity |
Which unit can we use to measure capacity? |
Learners in pairs/groups to use 1-liter containers to fill big containers with water and count the number of liters used to fill the big containers |
1-liter bottles/glasses Water drums Water Jkf primary mathematics learner’s activities book 2 page 84 |
Observation |
|
|
5 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to identify the liter as a unit of measuring capacity |
Which unit can we use to measure capacity? |
Learners in pairs/groups to use 1-litre containers to fill big containers with water and count the number of liters used to fill the big containers |
Jkf primary mathematics learner’s activities book2 page 85 Water containers |
Observation Writing exercise |
|
2 |
1 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity in liters |
How many liters? |
Learners in pairs/groups to measure the capacity of different containers |
1-liter containers |
Observation |
|
|
2 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity in liters |
How many liters? |
Learners in pairs/groups to use large containers to fill 1-litre containers |
Containers Cups /glasses Water |
Observation Writing exercise |
|
|
3 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity in liters |
How many containers were used? |
Learners in pairs/groups to use large containers to fill 1-litre containers |
Containers Cups /glasses Water Jkf primary mathematics learner’s activities book2 page 88-90 |
Observation Writing exercise |
|
|
4 |
Measurement |
Capacity |
By the end of the lesson the learner should be able to measure capacity in liters |
How many liters are there? |
Learners to play games involving capacity |
Tablet/laptops Jkf primary mathematics learner’s activities book2 page 91 |
Observation Oral exercises |
|
|
5 |
Measurement |
Time |
By the end of the lesson the learner should be able to relate the months of the year with various activities |
In which month do you celebrate your birthday? |
Learners in pairs/groups to discuss activities that take place in the months of the year |
Charts Calendar Jkf primary mathematics learner’s activities book2 page 92 |
Writing exercise Oral exercise |
|
3 |
1 |
Measurement |
Time |
By the end of the lesson the learner should be able to relate the months of the year with various activities |
In which month do we celebrate the new year? |
Learners in pairs/groups to discuss activities that take place in the months of the year |
Charts Calendar Jkf primary mathematics learner’s activities book2 page 92-93 |
Writing exercise Oral exercise |
|
|
2 |
Measurement |
Time |
By the end of the lesson the learner should be able to recite the number of days in each month of the year |
Which month has the least number of days? |
Learners in pairs/groups to sing songs, rhymes related to number of days in the months of the year |
Calendar Charts Chalkboard Songs Jkf primary mathematics learner’s activities book2 page 94 |
Oral exercise Recitation Singing |
|
|
3 |
Measurement |
Time |
By the end of the lesson the learner should be able to recite the number of days in each month of the year |
Which months have the same number of days? |
Learners in pairs/groups to sing songs, rhymes related to number of days in the months of the year |
Calendar Charts Chalkboard Songs Jkf primary mathematics learner’s activities book2 page 94 |
Oral exercise Recitation Singing |
|
|
4 |
Measurement |
Time |
By the end of the lesson the learner should be able to measure time using arbitrary units |
At what time of the day is your shadow longest? |
Learners in pairs/groups to measure time taken to perform an activity using arbitrary units |
Jkf primary mathematics learner’s activities book2 page 95 Charts |
Observation Writing exercise |
|
|
5 |
Measurement |
Time |
By the end of the lesson the learner should be able to measure time using arbitrary units |
At what time of the day is your shadow shortest? |
Learners in pairs/groups to measure time taken to perform an activity using arbitrary units |
Jkf primary mathematics learner’s activities book2 page 95-96 Charts |
Observation Writing exercise |
|
4 |
1 |
Measurement |
Time |
By the end of the lesson the learner should be able to identify the clock face |
Do you know a clock? |
Learners to observe a clock face and discuss the minute hand and the hour hand |
Clock Jkf primary mathematics learner’s activities book2 page 97-98 |
Observation |
|
|
2 |
Measurement |
Time |
By the end of the lesson the learner should be able to identify the clock face |
Where can you find a clock? |
Learners to observe a clock face and discuss the minute hand and the hour hand |
Clock Charts Jkf primary mathematics learner’s activities book2 page 97-98 |
Observation Oral exercise |
|
|
3 |
Measurement |
Time |
By the end of the lesson the learner should be able to read, tell and write time by hour |
What is the time? |
Learner to discus how to read tell and write time by the hour using both analog and digital clock |
Digital watch/clock Analog clock |
Observation Writing exercise Oral questions |
|
|
4 |
Measurement |
Time |
By the end of the lesson the learner should be able to read, tell and write time by hour |
What is the time? |
Learner to discuss how to read tell and write time by the hour using both analog and digital clock |
Digital watch/clock Analog clock |
Observation Writing exercise Oral questions |
|
|
5 |
Measurement |
Money |
By the end of the lesson the learner should be able to identify the Kenyan currency coins and notes up to ksh100 |
How can you Identify different Kenya currencies? |
Learners in pairs/groups to sort out Kenyan currency coins and notes according to their features up to 100 |
Coins note s Jkf primary mathematics learner’s activities book2 page 101 |
Observation |
|
5 |
1 |
Measurement |
Money |
By the end of the lesson the learner should be able to identify the Kenyan currency coins and notes up to ksh100 |
Ho we sort and group different currencies? |
Learners in groups/pairs to put different coins and notes together and separate them according to their values and features |
Coins Notes Jkf primary mathematics learner’s activities book2 page 102 |
Observation Oral exercise |
|
|
2 |
Measurement |
Money |
By the end of the lesson the learner should be able to count money in sh.1, sh.5, sh.10, sh.20, sh.40, sh.50 up to sh100 |
How do we count different currencies? |
Learners in pairs/groups to count money in sh.5.sh.10, sh.20, sh.40, sh.50 up to sh.100 |
Coins Notes Jkf primary mathematics learner’s activities book2 page 103 |
Writing exercise oral exercise observation |
|
|
3 |
Measurement |
Money |
By the end of the lesson the learner should be able to count money in sh.1, sh.5, sh.10, sh.20, sh.40, sh.50 up to sh100 |
Can we find the value of currencies? |
Learners in pairs/groups to count money in sh.5.sh.10, sh.20, sh.40, sh.50 up to sh.100 |
Coins Notes Jkf primary mathematics learner’s activities book2 page 103 |
Writing exercise oral exercise observation |
|
|
4 |
Measurement |
Money |
By the end of the lesson the learner should be able to represent same amount of money in different denominations |
How do we represent money of different denominations? |
Learners in pairs/groups to make same amount of money using different denominations |
Coins Jkf primary mathematics learner’s activities book2 page 104 |
Oral exercise observation |
|
|
5 |
Measurement |
Money |
By the end of the lesson the learner should be able to represent same amount of money in different denominations |
How do we represent money of different denominations? |
Learners in pairs/groups to make same amount of money using different denominations |
Coins Jkf primary mathematics learner’s activities book2 page 105 |
Observation Writing exercise |
|
6 |
1 |
Measurement |
Money |
By the end of the lesson the learner should be able to relate money to goods and services up to sh,100 |
How can you identify goods? |
Learners in groups to discuss items they cannot do without and those that are necessary but they can do without up to a value of sh.100 |
Chalkboard Charts Jkf primary mathematics learner’s activities book2 page 106 |
Observation Writing exercise |
|
|
2 |
Measurement |
Money |
By the end of the lesson the learner should be able to differentiate between needs and wants in real life context |
How do you differentiate needs and wants? |
Learners in groups /pairs to classify needs and wants |
Work books Jkf primary mathematics learner’s activities book2 page 108 |
Observation Writing exercise |
|
|
3 |
Measurement |
Money |
By the end of the lesson the learner should be able to appreciate spending and saving of money in real life situations |
How can you save money? |
Learners to discuss the importance of saving Learners to play digital games involving money |
Jkf primary mathematics learner’s activities book2 page 109 |
Writing exercise observation |
|
|
4 |
Geometry |
Lines |
By the end of the lesson the learner should be able to draw and model straight lines |
What types of lines do you know? |
Learners in pairs/groups to model straight and curved lines using sticks plasticine /clay/paper Mache |
sticks plasticine /clay/paper Mache Jkf primary mathematics learner’s activities book2 page 111 |
Observation Writing exercise |
|
|
5 |
Geometry |
Lines |
By the end of the lesson the learner should be able to draw and model straight lines |
What types of lines do you know? |
Learners in pairs /groups to model straight and curved lines using strings |
Strings |
Observation Writing exercises |
|
7 |
1 |
Geometry |
Lines |
By the end of the lesson the learner should be able to draw and model curved lines |
What types of lines do you know? |
Learners in groups/pairs to model straight and curved lines by holding their hands Learners to model straight and curved lines using learner digital devices |
Jkf primary mathematics learner’s activities book 2 page 113 |
Observation Oral exercise |
|
|
2 |
Geometry |
Shapes |
By the end of the lesson the learner should be able to identify rectangles, circles, triangles, ovals and squares |
What shapes can you identify in your environment? |
Learners in pairs/groups to sort and group to discuss types of lines making different shapes |
Objects within the environment Jkf primary mathematics learner’s activities book 2 page 115 |
0bservation Oral exercises |
|
|
3 |
Geometry |
Shapes |
By the end of the lesson the learner should be able to identify rectangles, circles, triangles, ovals and squares |
What shapes can you identify in your environment? |
Learners in pairs/groups to discuss types of lines making different shapes |
Cartons Balls Jkf primary mathematics learner’s activities book 2 page 117 |
Observation Writing exercise |
|
|
4 |
Geometry |
Shapes |
By the end of the lesson the learner should be able to appreciate making patterns involving rectangles, circles, ovals and squares |
What shapes can you identify in your environment? |
Learners to make patterns of their choice using the five shapes Learners in groups to make patterns, color them and share with other groups |
Jkf primary mathematics learner’s activities book 2 page 118 |
Writing exercise |
|
|
5 |
Geometry |
Shapes |
By the end of the lesson the learner should be able to appreciate making patterns involving rectangles, circles, ovals and squares |
What shapes can you identify in your environment? |
Learners to make patterns of their choice using the five shapes Learners in groups to make patterns, color them and share with other groups |
Jkf primary mathematics learner’s activities book 2 page 119 |
Observation Writing exercise |
|
8 |
ASSESSMENT |
Mathematics Schemes - Grade 2 Schemes of Work Term 2 2023
Week |
Lesson |
Strand |
Sub-Strand |
Specific Learning Outcomes |
Key Inquiry Questions |
Learning Experiences |
Learning Resources |
Assessment |
Remarks |
1 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to play digital games involving addition |
Which digital games involving addition can you play? |
Learner’s in pairs /groups to play digital games involving addition |
Laptop/desktop Counters JKF Primary Mathematics Learner’s Activity Grade 2 page 39 |
Observation |
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to make patterns in groups using numbers up to 100 |
How can you make patterns in groups using numbers up to100? |
Learner’s in pairs /groups to make patterns using numbers up to 100 |
Counters JKF Primary Mathematics Learner’s Activity Grade 2 page 39 |
Observation writing exercises |
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to work out missing numbers involving addition of whole numbers up to 100 |
How do we work out missing numbers in patters involving addition? |
Learner to work out the missing number in patterns involving addition |
JKF primary Mathematics Learner’s activities grade2 page 40 |
In class writing exercise |
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to work out missing numbers involving addition of whole numbers up to 100 |
How can we complete the pattern? |
Learner’s in pairs/groups to complete the patterns that involves addition |
JKF primary Mathematics Learner’s activities grade2 page 42-43 |
|
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to work out missing numbers involving addition of whole numbers up to 100 |
What is the next number? |
Learner’s to find out the next number in the pattern |
JKF primary Mathematics Learner’s activities grade2 page 44 |
|
|
2 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How many remains? |
Learner’s in pairs/groups to subtract single digit numbers by comparing groups of objects |
JKF primary Mathematics Learner’s activities grade2 page 45 Sticks Stones |
observation |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How many do we remain with? |
Learner’s in groups to collecting concrete objects, count them and others to take away some and find the remaining number |
Sticks Pens books JKF Primary Mathematics Learner’s Activity Grade 2 page 45 |
Oral exercise Observation |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How can we subtract two single digits vertically? |
Learner’s to practice subtracting single digits vertically |
JKF primary Mathematics Learner’s activities grade2 page 45 |
Writing exercise Observation |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How can we subtract a 1-digit number from a 2digit number vertically? |
Learner’s to work out subtraction of 1-digit numbers from 2-digit numbers aligned vertically and horizontally |
Chalk board Charts JKF primary Mathematics Learner’s activities grade2 page 46 |
Writing exercise |
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How many will remain? |
Learner’s to work out subtraction up to 2digit number according to place value |
Chalk board Charts JKF Primary Mathematics Learner’s Activity Grade 2 page 47 |
In class writing exercise |
|
3 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How do we regroup? |
Learner’s to work out subtraction up to 2digit number without regrouping |
Charts Work books JKF Primary Mathematics Learner’s Activity Grade 2 page 48 |
Writing exercise Observation |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtracts the 10’s numbers |
How do we break apart numbers to make a 10? |
Learner’s to work out subtraction problems involves the 10’s numbers |
JKF primary Mathematics Learner’s activities grade 2 page 49 |
Writing exercise |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to subtract up to 2-digit numbers without regrouping |
How do we subtract a 2-digit number from a 2digit number? |
Learner’s to practice subtracting 2-digit numbers from 2-digit numbers |
JKF primary Mathematics Learner’s activities grade 2 page 50 Charts Work books |
In class writing exercises |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to use the relationship between addition and subtraction in working out problems |
What is the relationship between addition and subtraction? |
Learner’s to discuss the relationship between addition and subtraction using number families |
Chalk board JKF Primary Mathematics Learner’s Activity Grade 2 page 51 |
Oral exercise |
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to use the relationship between addition and subtraction in working out problems |
How can we add and subtract? |
Learner’s to discuss the relationship between addition and subtraction using number families |
Work book Chalk board JKF Primary Mathematics Learner’s Activity Grade 2 page 52 |
Writing exercise |
|
4 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out missing numbers in subtraction of up to2- digit numbers |
How do we find the missing number? |
Learner’s to find out the missing in subtraction of up to 2-digit numbers |
Chalkboard JKF primary Mathematics Learner’s activities grade2 page 53 |
Writing exercise |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out missing numbers in subtraction of up to2digit numbers |
Can we fil in the missing numbers? |
Learner’s to fill in the missing numbers in problems involving subtraction |
Work book Chalk board JKF primary Mathematics Learner’s activities grade2 page 54 |
Writing exercise |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out missing numbers in subtraction of up to2digit numbers |
Can we work out word problems involving subtraction? |
Learner’s to read aloud and solve word problems involving subtraction |
JKF primary Mathematics Learner’s activities grade2 page 55 |
Oral exercise Writing exercise |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out missing numbers in subtraction of up to2digit numbers |
Which number is missing? |
Learner’s to fill in the missing numbers in problems involving subtraction |
Chalkboard Work books JKF Primary Mathematics Learner’s Activity Grade 2 page 55-56 |
Observation Writing exercise |
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out missing numbers in subtraction of up to2digit numbers |
Can we fill the missing number using a number line? |
Learner’s to work out the missing numbers using a number line |
JKF primary Mathematics Learner’s activities grade2 page 56 |
Writing exercise Oral exercise |
|
5 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out the missing numbers in patterns involving subtraction up to 100 |
How do you work out missing numbers in patterns involving subtraction? |
Learner’s to practice completing the pattern |
JKF primary Mathematics Learner’s activities grade2 page 57 Work book |
Writing exercise |
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out the missing numbers in patterns involving subtraction up to 100 |
Can we find the next number in the pattern? |
Learner’s to work out the next number in patterns involving subtraction |
JKF primary Mathematics Learner’s activities grade2 page 58 |
Writing exercise |
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out the missing numbers in patterns involving subtraction up to 100 |
Can we find the next number in the pattern? |
Learner’s to work out the next number in patterns involving subtraction |
JKF primary Mathematics Learner’s activities grade2 page 58 |
Writing exercise |
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out the missing numbers in patterns involving subtraction up to 100 |
What is the next number in the pattern? |
Learner’s in pairs/groups to find the next number in the pattern through subtraction |
Work grades chalkboard JKF primary Mathematics Learner’s activities grade2 page 59 |
Oral exercise Writing exercise |
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to work out the missing numbers in patterns involving subtraction up to 100 |
Can we play games that involves finding the next number? |
Learner’s in pairs /groups to play games that involves getting a next number by subtraction |
Songs Games |
Oral exercises Writing exercise |
|
6 |
1 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to represent multiplication as repeated addition using numbers1,2,3,4 and 5 up to five times |
How do you represent multiplication as a repeated addition/ |
Learner’s in pairs/groups to use counters to represent multiplication as repeated addition |
Counters |
Oral exercise |
|
|
2 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to represent multiplication as repeated addition using numbers1,2,3,4 and 5 up to five times |
Can we count in two’s? |
Learner’s to use counters in counting in twos to represent multiplication as repeated addition |
Counters JKF primary Mathematics Learner’s activities grade2 page 60 |
Observation Oral exercise |
|
|
3 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to represent multiplication as repeated addition using numbers1,2,3,4 and 5 up to five times |
Can we count in group of threes’? |
Learner’s in pairs/groups to represent multiplication as repeated addition |
Chalkboard JKF primary Mathematics Learner’s activities grade2 page 61 |
Observation
|
|
|
4 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to represent multiplication as repeated addition using numbers1,2,3,4 and 5 up to five times |
Can we count in four’s? |
Learner’s in pairs/groups to represent multiplication as repeated addition Learner’s to count objects in four’s |
Counters JKF Primary Mathematics Learner’s Activity Grade 2 page 62 |
Oral exercise Observation |
|
|
5 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to represent multiplication as repeated addition using numbers1,2,3,4 and 5 up to five times |
How can we count in five’s? |
Learner’s in pairs/groups to represent multiplication as repeated addition by counting number in five’s |
Counters JKF primary Mathematics Learner’s activities grade2 page 63 |
Observation Oral exercise |
|
7 |
1 |
Numbers m |
Multiplication |
By the end of the lesson the learner should be able to represent multiplication as repeated addition using numbers1,2,3,4 and 5 up to five times |
How can we use a number lines to represent multiplication as repeated addition? |
Learner’s in pairs /groups to use number lines to represent multiplication as a repeated addition |
JKF primary Mathematics Learner’s activities grade2 page 64 |
Writing exercise |
|
|
2 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to write repeated addition sentences as multiplication, using ‘x’ sign. |
How do we use ‘x’ sign in multiplication?
|
Learner’s to use the ‘x ‘sign in writing repeated addition sentences as multiplication |
JKF primary Mathematics Learner’s activities grade2 page 65 Chalkboard |
Observation Writing exercise |
|
|
3 |
Numbers |
multiplication |
By the end of the lesson the learner should be able to write repeated addition sentences as multiplication, using ‘x’ sign. |
How do we use ‘x’ sign in multiplication?
|
Learner’s to use the ‘x ‘sign in writing repeated addition sentences as multiplication |
JKF primary Mathematics Learner’s activities grade2 page 66 |
Writing exercise |
|
|
4 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to write repeated addition sentences as multiplication, using ‘x’ sign. |
How do we use ‘x’ sign in multiplying? |
Learner’s to use the ‘x’ sign to multiplying |
JKF primary Mathematics Learner’s activities grade2 page 66 |
Writing exercise |
|
|
5 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to complete a multiplication table |
Can you complete a multiplication table? |
Learner’s to find the missing numbers in a multiplication table |
Charts JKF primary Mathematics Learner’s activities grade2 page 69 |
Writing exercise |
|
8 |
1 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to multiply single digit numbers by 1,2,3,4 and 5 |
Can we multiply single digits numbers? |
Learner’s to multiply single digit numbers by 1,2,3,4 and 5 |
Charts JKF primary Mathematics Learner’s activities grade2 page 69 |
Writing exercise |
|
|
2 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to multiply single digit numbers by 1,2,3,4 and 5 |
Can we play games involving multiplication? |
Learner’s to play digital games that involves multiplication |
Laptops JKF Primary Mathematics Learner’s Activity Grade 2 page 70 |
Oral exercises Observation |
|
|
3 |
Numbers |
Multiplication |
By the end of the lesson the learner should be able to arrange items in groups of 1,2,3,4 and 5 a certain number of times |
How many can be arranged? |
Learner’s to visit the local market to see how fruits are arranged in groups of 1,2,3 ,4 and 10’s a certain number of times |
Market place |
Observation Oral exercise |
|
|
4 |
Numbers |
Division |
By the end of the lesson the learner should be able to represent division as equal sharing |
How can we share a number of objects equally? |
Learner’s in pairs/groups to share a given number of objects equally by each picking one object at a time until all are finished and then count how many each got |
Concrete objects within the class JKF Primary Mathematics Learner’s Activity Grade 2 page 72 |
Observation Oral exercises |
|
|
5 |
Numbers |
Division |
By the end of the lesson the learner should be able to represent division as equal sharing |
How can we share a number of objects equally? |
Learner’s to share a number of objects equally among 2 and 3 respectively |
Concrete objects within the class JKF Primary Mathematics Learner’s Activity Grade 2 page 72 |
Observation |
|
9 |
1 |
Numbers |
Division |
By the end of the lesson the learner should be able to represent division as equal sharing |
How can we share a number of objects equally |
Learner’s to share a number of objects into small equal groups |
JKF primary Mathematics Learner’s activities grade 2 page 73 |
Observation Oral exercise |
|
|
2 |
Numbers |
Division |
By the end of the lesson the learner should be able to represent division as equal grouping |
How do we represent division as equal grouping? |
Learner’s in pairs /groups to pick an equal number of objects at a time from the main group and count the number of small equal groups formed |
Concrete objects within the class JKF primary Mathematics Learner’s activities grade 2 page 73 |
Observation Oral exercise |
|
|
3 |
Numbers |
Division |
By the end of the lesson the learner should be able to represent division as equal grouping |
How do we represent division as equal grouping? |
Learner’s in pairs /groups to pick an equal number of objects at a time from the main group and count the number of small equal groups formed |
Objects within the class JKF primary Mathematics Learner’s activities grade 2 page 73 |
Observation Oral exercise |
|
|
4 |
Numbers |
Division |
By the end of the lesson the Learner’s should be able to use ‘‘sign in writing division sentences |
How do we use ‘sign in writing division sentences? |
Learner’s to use the “sign in division |
Chalk board Work book |
Writing exercise |
|
|
5 |
Numbers |
Division |
By the end of the lesson the Learner’s should be able to use ‘‘sign in writing division sentences |
How do we use ‘sign in writing division sentences? |
Learner’s to work out division problems using the “÷ “sign in division |
JKF primary Mathematics Learner’s activities grade 2 page 74 |
Writing exercise |
|
10 |
1 |
Numbers |
Division |
By the end of the lesson the learner should be able to work out word problems involving division |
Can we solve word problems on division |
Learner’s to work out word problems involving division |
JKF primary Mathematics Learner’s activities grade 2 page 75 |
Writing exercise Oral exercise |
|
|
2 |
Numbers |
Division |
By the end of the lesson the learner should be able to divide numbers up to 25 by 2,3,4 and 5 without a remainder in real life situation |
Can we divide numbers2-5 by numbers up to 25? |
Learner’s to divide numbers up to 25 by 2,3,4 and 5without a remainder |
Charts Chalk board Mathematics Learner’s activities grade 2 page 75 |
In class writing exercise |
|
|
3 |
Numbers |
Division |
By the end of the lesson the learner should be able to divide numbers up to 25 by 2,3,4 and 5 without a remainder in real life situation |
Can we divide numbers2-5 by numbers up to 25? |
Learner’s in pairs /groups to play digital games that involves division |
Chalkboard Charts Laptop Mathematics Learner’s activities grade 2 page 75 |
Writing exercise |
|
|
4 |
Measurement |
Length |
By the end of the lesson the learner should be able to measure length using fixed units |
What can you use to measure different lengths? |
Learner sin pairs/groups to use sticks of equal length to measure different lengths, record, and discuss the results |
Sticks Mathematics Learner’s activities grade 2 page 75 |
Observation |
|
|
5 |
Measurement |
Length |
By the end of the lesson the learner should be able to measure length using fixed units |
What can you use to measure different lengths? |
Learner sin pairs/groups to use sticks of equal length to measure different lengths, record, and discuss the results |
Sticks JKF primary Mathematics Learner’s activities grade 2 page 76 |
Observation Writing exercise |
|
11 |
END OF TERM ASSESSMENT AND CLOSING |
Mathematics Schemes - Grade 2 Schemes of Work Term 1 2023
WEEK |
LESSON |
STRAND THEME |
SUB STRAND |
SPECIFIC LEARNING OUTCOMES |
KEY INQUIRY QUESTIONS |
LEARNER EXPERIENCE |
LEARNING RESOURCES |
ASSESSMENT METHODS |
REFLECTION |
|||
1 |
1 |
NUMBERS |
Numbers concept Reading 1-50 |
By the end of the sub strand the learner should be able to: Read 1-50 in symbols |
Can count numbers from 1-50 in symbols |
Learners to read number names from 1-50 from the chart |
Chart Number cards |
Oral questions Observation |
|
|||
|
2 |
NUMBERS |
Representing number 1-50 |
Represent number 1-50 using concrete objects in the environment |
What can we use to represent number 1- 50? |
Learners in groups to represent number 1-50 using safe concrete objects |
Concrete objects Counters |
Oral questions Observation |
|
|||
|
3 |
NUMBERS |
Filling in missing numbers |
Filling in number 1-50 in their work books |
How can we find missing numbers |
Learners to fill in missing numbers from 1-50 |
Chart |
Oral questions Written exercise |
|
|||
|
4 |
NUMBERS |
Reading numbers 50- 100 |
Read numbers 50-100 using symbols in the chart |
Can you find number of objects from number 50- 100? |
Learners read number names from 50-100 from the chart |
Chart |
Oral questions observations |
|
|||
|
5 |
NUMBERS |
Representing numbers 50-100 |
Represent number 50- 100 using concrete objects in the environment |
What can we use to represent number 50-100? |
Learners to represent numbers from 50-100 using safe concrete objects |
Counters |
Oral questions observations |
|
|||
2 |
1 |
NUMBERS |
Filling in missing numbers |
Fill in missing numbers from number 50- 100 using in their books |
How can we find missing numbers |
Learners to fill in missing numbers from 50-100 |
Chart |
Oral |
|
|||
|
2 |
NUMBERS |
Playing games |
Playing games with numbers |
How many times in groups can they count numbers 1- 100 |
Learners to play games of have you counted? |
Concrete objects representing groups with numbers |
Observations |
|
|||
|
3 |
NUMBERS |
Filling in missing numbers |
Fill in missing numbers from 1- 100 in their workbooks |
Which is the missing number? |
Learners to fill in missing numbers 1-100 |
Chart |
Oral questions Written exercise |
|
|||
|
4 |
NUMBERS |
Whole numbers |
By the end of the sub strand the learner should be able to count numbers 1-50 forward and backwards in a sequence |
What is the next number? |
Learners to count numbers 1-50 forward and backwards |
Number line chart |
Observation Oral questions |
|
|||
|
5 |
NUMBERS |
Whole numbers |
By the end of the sub strand the learner should be able to count numbers 50 forward and backwards in a sequence |
What is the next number? |
Learners to count numbers 50-100 forward and backwards |
Number line chart |
Observation Oral questions |
|
|||
3 |
1 |
NUMBERS |
Counting in 2s forward |
Count numbers in 2s forward in pairs or groups |
What is the next number going forward? |
Learners in 2s should be able to count in 2s forward |
Number line |
Oral questions |
|
|||
|
2 |
NUMBERS |
Counting in 2s backward |
Count numbers in 2s backward in pairs or groups |
What is the next number going backward? |
Learners in 2s should be able to count in 2s backward |
Number line |
Oral questions |
|
|||
|
3 |
NUMBERS |
Whole numbers |
By the end of the sub strand the learner should be able to count |
How do you get the next number in a pattern? |
Learners to count in 5s forward in groups or pairs |
Number line |
Oral questions Observation |
|
|||
4 |
1 |
NUMBERS |
Fractions- Circular cut outs in quarter |
Fold circular paper cut outs in to 4 equal parts and make a quarter |
How many parts are shaded? |
Learners in pairs to fold paper cuts to get 4 equal parts and identify it as a quarter |
Paper cut outs |
Observation Oral questions |
|
|||
|
2-3 |
NUMBERS |
Rectangular cut outs in 4 equal parts |
Fold rectangular paper cut outs in to 4 equal parts and make a quarter |
How many parts are they? |
Learners in pairs to fold paper cuts to get 4 equal parts and identify it as a quarter |
Paper cut outs |
Observation Oral questions |
|
|||
|
4-5 |
NUMBERS |
Comparing fractions in size |
Compare fractions in size to find out which is bigger or smaller |
Which one is big? |
Learners should be able to compare sizes of fractions |
Paper cut outs |
Observation Oral questions |
|
|||
5 |
1 |
NUMBERS |
Digital games with fractions |
Play digital games with fractions |
Which fractions can you see? |
Learners should be able to play digital games involving fractions |
Laptops |
Observation Oral questions |
|
|||
|
2-3 |
NUMBERS |
Fractions |
Practice cutting out halves and quarters |
How many parts do you get when you share a fruit among 2? |
Learners in pairs/groups making halves and quarters of a whole |
Paper cut outs A fruit |
Observation Oral questions |
|
|||
|
4 |
NUMBERS |
Addition |
By the end of the sub strand, the learner should be able to add single digits horizontally |
How do you arrange digits when adding horizontally? |
Learners to add single digits horizontally |
Number line |
Written exercise |
|
|||
|
5 |
NUMBERS |
Addition |
Add single digits vertically |
How do you add single digits vertically? |
Learners to add single digits vertically |
Number line counters |
Written exercise |
|
|||
6 |
1 |
NUMBERS |
Addition |
Work out word problems involving single digits |
How do we add single digits? |
Learners to come up with additional word problems |
Counters |
Written exercise |
|
|||
|
2-3 |
NUMBERS |
Addition |
The learner should be able to add a 2 digit number to a 1 digit number with sum not exceeding 100 without regrouping |
How we align a 2 digit number and a 1 digit number vertically in order to add? |
Learners to a 2 digit number to a 1 digit number without regrouping |
Counters |
Written exercise Observations Oral questions |
|
|||
|
4-5 |
NUMBERS |
Addition |
Add a 2 digit number to a 1 digit number with sum not exceeding 100 with regrouping |
When do we regroup? |
Learners to a 2 digit number to a 1 digit number with regrouping |
Counters |
Written exercise |
|
|||
7 |
1 |
NUMBERS |
Addition |
The learner should work out word problems involving 2 digit and 1 digit |
Which word means same as addition? |
Learners to understand other words that mean same as addition |
Counters |
Written exercise Observation |
|
|||
|
2 |
NUMBERS |
Addition |
The learner should be able to add single digit number up to a sum of 20 horizontally |
How do we get the sum of 3 single digits? |
Learners in pairs/ groups to practice addition of 3 single digits |
Counters |
Written exercise Observation |
|
|||
|
3 |
NUMBERS |
Addition |
The learner should be able to add single digit number up to a sum of 20 vertically |
How do you align numbers when working with 3 digit numbers? |
Learners to work out sum of 3 digit numbers vertically according to place value |
Bottle tops Counters |
Written exercise |
|
|||
|
4-5 |
NUMBERS |
Addition |
The learner should be able to work out word problems involving 3 single digits |
How we arrange numbers when working with 3 digit numbers? |
Learners should be able to collect different safe objects and use hem in addition of 3 single digit numbers |
Counters |
Written exercise |
|
|||
8 |
1 |
NUMBERS |
Addition |
The learner should be able to practice addition by skipping on the number line |
How do we use a number line when counting? |
Learners to practice addition by skipping on the number line |
Number line drawn on the floor |
Written exercise |
|
|||
|
2-4 |
NUMBERS |
Addition |
The learner should be able to practice breaking numbers apart to make 10 |
When do you break apart numbers to make 10? |
Learners to break numbers apart to make 10 |
workbooks |
Written exercise |
|
|||
|
5 |
NUMBERS |
Addition |
The learner should be able to come up with different ways of adding 2- digit numbers without regrouping |
How can you align a 2 digit number vertically in order to add? |
Learners to add a 2- digit numbers without regrouping |
Counters |
Written exercise |
|
|||
9 |
1-2 |
NUMBERS |
Addition |
The learner should be able to come up with different ways of adding 2- digit numbers with regrouping |
How can you align a 2 digit number vertically in order to add? |
Learners to add a 2- digit numbers with regrouping |
Counters |
Written exercise |
|
|||
|
3 |
NUMBERS |
Addition |
The learner should be able to play digital games involving addition |
Which digital games can you play involving addition? |
Learners to play digital games involving addition |
Laptop |
Observation |
|
|||
|
4 |
NUMBERS |
Addition |
The learner should be able to make patterns in groups using numbers up to 100 |
How can you make patterns in groups using numbers up to 100 |
Learners in groups to make patterns using numbers up to |
Number chart |
Written exercise |
|
|||
|
5 |
NUMBERS |
Addition |
The learner should be able to work out missing numbers involving addition of whole numbers up to 100 |
How do work out missing numbers in patterns involving addition? |
Learners work out missing numbers involving addition in patterns |
Counters |
Written exercise |
|
|||
|
1 |
NUMBERS |
Addition |
The learner should be able to work out missing numbers involving addition of whole numbers up to 100 |
How do work out missing numbers in patterns involving addition? |
Learners work out missing numbers involving addition in patterns |
Counters |
Written exercise |
|
|||
|
2 |
NUMBERS |
Subtraction |
The learner should be able to work out subtraction of single digits |
How do work out subtraction of 2 single digits numbers |
Learners work out subtraction of 2 single digits numbers |
Counters |
Written exercise |
|
|||
|
3
|
NUMBERS
|
Subtraction
|
The learner should be able to work out subtraction of 1 digit number from 2 digit number |
How do work out subtraction 1 digit number from 2 digit number |
Learners work out subtraction 1 digit number from 2 digit number
|
Counters
|
Written exercise
|
|
|||
|
4-5 |
NUMBERS |
Subtraction |
The learner should be able to work out subtraction up to 2 digit number without regrouping |
What is the place value |
Learners work out subtraction up to 2 digit number without regrouping |
Counters |
Written exercise |
|
|||
|
1-2 |
NUMBERS |
Subtraction |
The learner should be able to work out subtraction up to 2 digit number with regrouping |
How do we regroup? |
Learners work out subtraction up to 2 digit number with regrouping |
Counters |
Written exercise |
|
|||
|
3-4 |
NUMBERS |
Subtraction |
The learner should be able to work out subtraction up to 2 digit number with regrouping |
How do we regroup? |
Learners work out subtraction up to 2 digit number with regrouping |
Counters |
Written exercise |
|
|||
|
5 |
NUMBERS |
Subtraction |
The learner should be able to work out a mixed exercise subtraction with and without regrouping |
How do we regroup? |
Learners work out subtraction with and without regrouping |
Counters |
Written exercise |
|
Mathematics Schemes - Grade 1 Schemes of Work Term 3 2023
Week |
Lesson |
Strand |
Sub-strand |
Suggested outcomes |
Key inquiry question(s) |
Learning experiences |
Learning resources |
Assessment |
Reflection |
|
1 |
1 |
Measurement |
Capacity (how much a container can hold) |
By the end of the sub-strand the learners should be able to: measure how many count the number of small containers to fill big containers |
How many of the small containers can fill the big container? |
Learners demonstrate and talk about filling containers |
Containers of different sizes Grade one book page 58 Number chart |
The teacher to check the work of the learners |
|
|
|
2 |
Measurement |
Capacity(how much a container can hold) |
By the end of the sub-strand the learners should be able to: collect cans from the environment and measure their capacity |
Which cans hold more or less? |
Learners demonstrate filling and emptying small and large Containers using water, sand |
Grade one book page 58 Containers of different sizes |
The teacher to observe the containers |
|
|
|
3 |
Measurement |
Time(daily routines) |
By the end of the sub-strand the learners should be able to: observe the pictures |
What can you see in picture 1 and 2? |
Guide learners to observe and talk about the pictures |
Grade one book page 59 Clock face pictures |
The teacher to listen to the answers of the learners |
|
|
|
4 |
Measurement |
Time(daily routines) |
By the end of the sub-strand the learners should be able to: tell time in according to the pictures |
What is the time in picture 1 and 2? |
Guide the learners to talk about time |
Grade one book page 59 Clock face |
The teacher to observe the work of learners |
|
|
|
5 |
Measurement |
Time(daily routines) |
By the end of the topic the learners should be able to: identify at least 3 daily routine activities they do before going to school |
What do we do when we wake up in the morning before you come to school? |
A few learners identify and talk about morning routines activities in an appropriate manner |
Clock face Grade one book page 59 pictures |
The teacher to listen to learners |
|
|
2 |
1 |
Measurement |
Time(daily routines) |
By the end of the sub-strand the learners should be able to: identify vocabulary related to time(today, yesterday, tomorrow) |
How the things you do are different from what your mother and father does in the morning? |
Guide learners to talk about activities related to time(today, tomorrow, yesterday) |
Grade one book page 59 Clock face Picture cut outs |
The teacher to observe the work of the learners |
|
|
|
2 |
Measurement |
Time(daily routines) |
By the end of the sub- strand the learners should be able to: demonstrate ability to manage time well when doing activities |
What do you do when you arrive in school? |
Learners sing songs on daily routines |
Grade one book page 59 Clock face pictures |
The teacher to observe the learners activities |
|
|
|
3 |
Measurement |
Time(daily routines) |
By the end of the sub-strand the learners should be able to: appreciate what everybody does on a daily activity |
What does your mother do when you wake up? |
In groups or pairs, learners arrange pictures with various daily routine activities in a logical order |
Grade one book page 59 Picture charts |
The teacher to observe the learners |
|
|
|
4 |
Measurement |
Time(daily routines) |
By the end of the lesson the learners should be able to: arrange pictures with various daily routine activities |
What activities do you do when you wake up? |
Individually the learners to arrange pictures of daily routine logically |
Grade one book page 60 Picture cut out Clock face |
The teacher to observe the learners |
|
|
|
5 |
Measurement |
Time(daily routines) |
By the end of the topic the learners should be able to: observe the pictures and color |
What do you do when you wake up in the morning? What do you see in the pictures |
Learners to sing songs about routines |
Grade one book page 60 Picture cut outs Picture chart |
The teacher to observe the work of the learners |
|
|
3 |
1 |
Measurement |
Time(daily routines) |
By the end of the sub-strand the learners should be able to: observe the pictures and tell time |
What activity do you see in the pictures? |
Learners to identify and talk about the activities |
Grade one book page 60 Picture cut outs Clock face |
The teacher to observe the learners work |
|
|
|
2 |
Measurement |
Time(daily routines) |
By the end of the sub-strand the learners should be able to: observe and tell when certain activities take place |
What do we do when we wake up? What activities do you do when you arrive in school? |
Learners to watch a video on activities of the daily routine |
Grade one book 60 Clock face Digital devices like DVDS Picture cut outs |
The teacher to observe the work of learners |
|
|
|
3
|
Measurement
|
Money(Kenyan currency) Coins and notes |
By the end of the sub-topic the learners should be able to: observe and talk about the pictures |
What can you see from the pictures?
|
Guide learners to look and talk about the activities in the pictures |
Grade one book page 61 Shop corner |
The teacher to observe the work of the learners |
|
|
|
4 |
Measurement |
Money (Kenyan Currency) Coins and notes |
By the end of the sub-strand the learners should be able to: talk about different currencies that we use |
What do we use money for? |
Guide the learners to look and talk about different sample currencies |
Grade one book page 61 Coins and notes |
The teacher to observe the learners |
|
|
|
5 |
Measurement |
Money (Kenyan currency) Coins and notes |
By the end of the sub-strand the learners should be able to: identify different sample coins |
What can you see on the coin? What do we use money for? |
Guide the learners to look and talk about different sample coins |
Grade one book page 62 Coins |
The teacher to observe the learners |
|
|
4 |
1 |
Measurement |
Money(Kenyan Currency) Coins and notes |
By the end of the sub-strand the learners should be able to: identify Kenyan currency from samples given |
What can you see on the coins? What do we use money for? |
A few learners identify Kenyan coins and notes |
Grade one book page 62 Coins Shop Corner Tins |
The teacher to observe the coins |
|
|
|
2 |
Measurement |
Money(Kenya Currency) Coins and notes |
By the end of the sub-strand the learners should be able to: buy items using Kenyan coins |
What can you see on the coin? |
In groups, pairs ,learners role play buying and selling from a shop corner |
Grade one book page 62 Coins Shop Corner Tins |
The teacher to observe the learners activities |
|
|
|
3 |
Measurement |
Money(Kenyan Currency) Coins and notes |
By the end of the sub- strand the learners should be able to: trace and shade the coins |
What can you see on the coin? What do we use money for? |
A few learners to identify the traced coins |
Grade one book page 63 Tins Coins |
The teacher to observe the coins |
|
|
|
4 |
Measurement |
Money(Kenyan Currency) Coins and notes |
By the end of the sub- strand the learners should be able to: match the coins that are the same |
Which coins can you see? Which coins look the same? |
Learners to match and pair Kenyan currency |
Grade one book page 62 Coins Shop corner Tins |
The teacher to observe the coins |
|
|
|
5 |
Measurement |
Money(Kenyan Currency) Coins and notes |
By the end of the sub-strand the learners should be able to: make a simple budget basing on(coins and notes) |
Which coins can you see? What can you buy with the coin from the pictures? |
Learners to role play buying and selling from the shop corner |
Grade one book page 64 Coins Shop Corner Tins Boxes |
The teacher to observe the learners |
|
|
5 |
1 |
Measurement |
Money (Kenyan Currency) Coins and notes |
By the end of the sub-strand the learners should be able to: appreciate the use of Kenyan currency(coins and notes) in their daily life |
What can you see on the note? |
Learners to watch a video on role playing buying and selling |
Grade one book page 65 Coins Shop corner Tins Boxes Digital devices |
Teacher to observe the learners |
|
|
|
2 |
Measurement |
Money (Kenyan Currency) Coins and notes |
By the end of the sub-strand the learners should be able to: match notes that are the same |
What can we do with extra money(balance) |
Learners to match and pair Kenyan currency- coins and notes using ICT devices |
Grade one book page 65 Coins Shop corner Digital devices like computers |
Teacher to observe the learners |
|
|
|
3 |
Measurement |
Area (surface of objects) |
By the end of the sub-strand the learners should be able to: count and write the number of books that cover the surface |
How many items can cover this surface? |
learners in pairs count the items on the surface |
Tables Books Hands Grade one book page 66 |
Teacher to observe the learners |
|
|
|
4 |
Measurement |
Area (surface of objects) |
By the end of the sub-strand the learners should be able to: identify surfaces of different objects in the environment |
How many items can cover this surface? |
learners are guided to observe and identify different surfaces of objects in the environment |
Tables Books Hands Grade one book page 66 |
The teacher to observe the learners |
|
|
|
5 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: cover the area of different surfaces of objects using smaller objects? |
What else can we use to cover these surfaces? How many small items can cover these surface? |
Demonstrate covering surfaces using small objects from the environment |
Tables Books Hands Grade one book page 67 Feet |
The teacher to observe the learners |
|
6 |
1 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: appreciate different surfaces in the environment |
Which surface is smaller or bigger? What else can we use to cover these surfaces? |
In groups learners compare different surfaces in the environment |
Tables Books Hands Grade one book page 66 and 67 Feet |
The teacher to observe the learners |
|
|
2 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: cover the area of different surfaces of objects using bigger objects |
What else can we use to cover these surfaces? |
demonstrate covering surfaces using big objects in the environment |
Tables Books Hands Grade one book page 66 and 67 Feet |
The teacher to observe the learners |
|
|
3 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: identify surfaces of 3 objects in the environment |
How many objects can be used to cover the surface? Which surface is smaller or bigger? |
Learners cover surfaces of different sizes |
Tables Books Hands Grade one book page 66 and 67 Feet |
The teacher to observe the learners |
|
|
4 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: differentiate Big and small surface by coloring |
Which is the small/big surface? |
Learners to shade or color surfaces of different objects |
Tables Books Hands Grade one book page 66 and 67 |
The teacher to observe the learners |
|
|
5 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: learn different surfaces using ICT devices |
Which is the small/big surface? How many objects can be used to cover the surface? |
Guide learners on using the devices |
Tables Books Hands Grade one book page 66 and 67 Digital devices like DVDs |
The teacher to observe the learners |
|
7 |
1 |
Measurement |
Area(surface of objects) |
By the end of the sub- strand the learners should be able to: group 3 different surfaces according to size |
How many objects can be used to cover the surface? |
Learners demonstrate surfaces according to sizes(big ,small) |
Tables Books Hands Grade one book page 66 and 67 |
the teacher to observe the learners |
|
|
2 |
Measurement |
Area(surface of objects) |
By the end of the sub- strand the learners should be able to: identify and shade big surfaces |
How many objects can be used to cover the surface? |
Learners to shade or color surface using the ICT devices |
Tables Books Hands Grade one book page 66 and 67 |
the teacher to observe the learners |
|
|
3 |
Measurement |
Area(surface of objects) |
By the end of the sub-strand the learners should be able to: work out different questions on measurement
|
Which objects are heavy or light?
|
Learners discuss in groups compare different mass of objects |
Grade one book page 54 and 55 Pictures stones Sand water chairs
|
The teacher to observe the learners
|
|
|
4 |
Measurement |
Time(daily routine) |
By the end of the sub- strand the learners should be able to: answer different questions on time |
What do you do when you wake up before you come to school? |
Learners role play activities depending on time |
Grade one book page 59 and 60 Past papers |
The teacher to observe the learners |
|
|
5. |
Numbers |
Sorting and grouping objects according to shape |
By the end of the sub- strand the learners should be able to: sort different objects by shape |
Which shapes can you see? How many shapes can you see? |
Learners to name the shapes in the pictures |
Grade one book page 7 |
The teacher to observe the learners |
|
8 |
ASSESSMENT |
Mathematics Schemes - Grade 1 Schemes of Work Term 2 2023
Week |
Lesson |
Strand |
Sub-strand |
Specific learning outcomes |
Key inquiry questions |
Learning experiences |
Learning resources |
Assessment |
Remarks |
|
1 |
1 |
Numbers |
Addition |
By the end of the sub-strand, the learner should be able to add 2-single digit numbers up to a sum of 10 |
In how many ways can we add single digits that add to 10? |
Learners in pairs/groups of not more than 10 to gather themselves and find their total number according to their gender etc. Learners to count and add objects within the class that are not more than ten. |
Boys and girls for counting Objects within the class JKF Primary Mathematics Learner’s Activity Book 1 page 53-55 |
Observe how learners gather themselves and find their total numbers Oral presentation of objects counted |
|
|
|
2 |
Numbers |
Addition |
By the end of the sub-strand, the learner should be able to add 2-single digit numbers up to a sum of 10 |
How many do we get? |
Learners to add 2single digits by counting on |
Chalkboard Charts JKF Primary Mathematics Learner’s Activity Book 1 page 53-55 |
Oral exercise [individual] |
|
|
|
3 |
Numbers |
Addition |
By the end of the sub-strand, the learner should be able to add 2-single digit numbers up to a sum of 10 |
How many single digits can be added up to get10? |
Leaners in pairs /groups to come up with single digits that can be added up to get 10 only |
Chalk board JKF Primary Mathematics Learner’s Activity Book 1 page 53-55 |
|
|
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: add 3-single digit numbers up to a sum of 10 in different contexts |
Which 3 digits do you think we can add to get 10or less than 10? |
Learners to add 3- single digit numbers by counting on |
Chalk board JKF Primary Mathematics Learner’s Activity Book 1 page 56-60 |
Writing exercises |
|
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: add 3-single digit numbers up to a sum of 10 in different contexts |
Which three digits can be added to sum up ten? |
Learners in pairs /groups to identify 3 digits in each group that can be added to get 10 or a number less than 10 |
Exercise books Charts JKF Primary Mathematics Learner’s Activity Book 1 page 56-60 |
Writing in class exercises |
|
|
2 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: add 3-single digit numbers up to a sum of 100in different contexts |
How can we add by using a number line? |
Learners to add 3single digit numbers using a number line |
JKF Primary Mathematics Learner’s Activity Book 1 page 56-60 Chalkboard |
In class writing exercises |
|
|
|
2 |
Numbers |
addition |
By the end of the lesson the learner should be able to: add 3-single digit numbers up to a sum of 100in different contexts |
In how many ways can we add 3, 4, or 5 to any other digit to get 10? |
Learners in pairs/groups to find out how many ways 3,4 and 5 can be added to any other number to get ten |
Exercise books JKF Primary Mathematics Learner’s Activity Book 1 page 56-60 |
In class writing exercise |
|
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add a 2- digit number to a 1-digit number without regrouping, horizontally and vertically with sum not exceeding 100 |
Can we add up to 100? |
Learners to add numbers less than 100 |
JKF Primary Mathematics Learner’s Activity Book 1 page 61-62 |
Oral presentation of numbers from 1-100 |
|
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add a 2- digit number to a 1-digit number without regrouping, horizontally and vertically with sum not exceeding 100 |
How can we add a 2- digit number to a 1- digit number? |
Learner to add a 2- digit number to 1- digit number without regrouping horizontally and vertically with sum not exceeding 100 |
JKF Primary Mathematics Learner’s Activity Book 1 page 61-62 |
In class exercises |
|
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add a 2- digit number to a 1-digit number without regrouping, horizontally and vertically with sum not exceeding 100 |
How many do we get? |
Learners grouping the number of objects having 2digit to those having 1-digit to find out their sum |
Class room objects JKF Primary Mathematics Learner’s Activity Book 1 page 61-62 |
In class writing exercise |
|
|
3 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to :add a 2- digit number to a 1-digit number without regrouping , horizontally and vertically with sum not exceeding 100 |
How many are they? |
Learners in pairs/groups of 5 to walk in school compound and collect concrete objects and ad them up to the number of the group members i.e. the collected objects should range from 10-95 |
School compound Exercise books JKF Primary Mathematics Learner’s Activity Book 1 page 61-62 |
Observe leaners collecting and adding up objects from the school compound |
|
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add a 2- digit number to a 1-digit number vertically with sum not exceeding 100 |
Can we work out word problems? |
Learners to read out word sentences that involves adding Learners to practice working out problems |
JKF Primary Mathematics Learner’s Activity Book 1 page 63 |
Writing exercises in class |
|
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add multiples of 10 up to 100 vertically |
How do we ad multiples of 10? |
Learners to add multiples of 10 up to 100 vertically |
JKF Primary Mathematics Learner’s Activity Book 1 page 64 Chalk board |
Writing exercise |
|
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add multiples of 10 up to 100 vertically |
In how many ways can we add multiples of ten to get 100? |
Learners in pairs/groups to find different ways in which the multiples of 10 can be added to get 100 and present them |
Exercise books Charts JKF Primary Mathematics Learner’s Activity Book 1 page 64 |
In class oral presentation Writing exercises |
|
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add multiples of 10 up to 100 vertically |
How many do we get? |
Learners to group objects in groups of 10’s and add them up including their number in class |
Objects in classroom JKF Primary Mathematics Learner’s Activity Book 1 page 64 |
Observe learners grouping and counting objects |
|
|
4 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: work out missing numbers in patterns involving addition of whole numbers up to 100 |
Which number is missing? |
Learners to make patterns involving addition with numbers up to 100 |
JKF Primary Mathematics Learner’s Activity Book 1 page 65 |
In class writing exercise |
|
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: work out missing numbers in patterns involving addition of whole numbers up to 100 |
How can we find the missing number? |
Learners in groups/pairs to play games involving addition |
Playing games JKF Primary Mathematics Learner’s Activity Book 1 page 65 |
Observe learners do the additions as they play |
|
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to model subtraction as ‘taking away’ using concrete objects |
How do you subtract a number from the other? |
Learners in pairs/groups to model subtraction using concrete objects |
Objects within the class JKF Primary Mathematics Learner’s Activity Book 1 page 66-67 |
Observe learners collecting and model subtracting objects from others |
|
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to model subtraction as ‘taking away’ using concrete objects |
How Many do we remain with? |
Learners to collect objects of different colors and sort them out according to their colors |
Colored objects within the class. JKF Primary Mathematics Learner’s Activity Book 1 page 66-67 |
Observe learners collecting and sorting objects |
|
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to model subtraction as ‘taking away’ using concrete objects |
How many were taken away? |
Learners tin pairs/groups to collect objects and take away the collected objects at random and find the number taken away |
Concrete objects. JKF Primary Mathematics Learner’s Activity Book 1 page 66-67 |
Observe learners collect and take away objects |
|
|
5 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: use the ‘- ‘and ‘=’ signs in writing subtraction sentences |
How do we use the ‘-‘and = sigs I subtraction? |
Learners to practice using – and = sign sin subtraction sentences |
Chalk board JKF Primary Mathematics Learner’s Activity Book 1 page 68-69 |
In class writing exercise |
|
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: use the ‘-‘ and ‘=’ signs in writing subtraction sentences |
How do we use the subtracting signs? |
Learners to practice using the subtracting signs ‘-‘ and ‘=’ in subtraction sentences while subtracting concrete objects within the class room |
Objects within the class JKF Primary Mathematics Learner’s Activity Book 1 page 68-69 |
Oral exercises on subtraction |
|
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract single digit numbers |
How do we subtract single digits? |
Learners in pairs/groups to subtract by counting backwards |
Chalk board JKF Primary Mathematics Learner’s Activity Book 1 page |
Oral exercises on counting backwards |
|
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract single digit numbers |
How do we subtract single digits number from the other? |
Learners to practice subtracting single number from the other Learners to find out objects and take away some |
Chalk board JKF Primary Mathematics Learner’s Activity Book 1 page 66-68 |
In class writing exercise |
|
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract single digit numbers |
How many are left? |
Learners in pairs /groups to play game that involves subtracting and counting backwards e.g. songs |
Counting games and songs. JKF Primary Mathematics Learner’s Activity Book 1 page 69-75 |
Observe learners play games by counting backwards |
|
|
6 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract single digit numbers |
How can we subtract using a number line? |
Learners in pair /groups to practice subtracting using a number line |
JKF Primary Mathematics Learner’s Activity Book 1 page 69-75 |
|
|
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract single digit numbers |
Can we add and subtract? |
Learners to add digits and then subtract the least digit from the total |
JKF Primary Mathematics Learner’s Activity Book 1 page 69-75 |
|
|
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract single digit numbers |
Can we work out word problems involving subtraction? |
Learners to read out loudly the subtraction sentences Learners to work out word problems involving subtraction of single digits |
JKF Primary Mathematics Learner’s Activity Book 1 page 69-75 |
Writing exercises in class |
|
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract a 1-digit number from a 2digit number based on basic addition facts |
How do you subtract a single digit number from a 2- digit number? |
Learners to practice subtracting a 1-digit from a 2-digit number |
Chalk board Charts. JKF Primary Mathematics Learner’s Activity Book 1 page 76-80 |
In class writing exercise |
|
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract a 1-digit number from a 2digit number based on basic addition facts |
How many? |
Learners to solve routine and non-routine problems involving subtraction of 1digit number from a 2-digit number based on basic addition facts |
Environmental activities. JKF Primary Mathematics Learner’s Activity Book 1 page 76-80 |
Writing exercises |
|
|
7 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract a 1-digit number from a 2digit number based on basic addition facts |
How many do we get? |
Learners in pairs /groups to identify numbers with 1digit and subtracting them from a 2-digit number |
Exercise books charts JKF Primary Mathematics Learner’s Activity Book 1 page 76-80 |
Writing in class exercise |
|
|
|
2 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract a 1-digit number from a 2digit number based on basic addition facts |
How many? |
Learners to practice subtracting a 1-digit number from a 2digit number in class |
Chalk board JKF Primary Mathematics Learner’s Activity Book 1 page 76-80 |
|
|
|
|
3 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: subtract multiple of 10 up to 90 |
How do we subtract multiples of 10? |
Learners to do several exercises involving subtracting items that are multiples of ten |
JKF Primary Mathematics Learner’s Activity Book 1 page 81 |
Writing exercises
|
|
|
|
4 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: work out missing numbers in patterns involving subtraction of whole numbers up to 100 |
How do we get missing numbers using a number line? |
Learners in groups/pairs to create patterns involving subtraction |
JKF Primary Mathematics Learner’s Activity Book 1 page 82 |
Writing exercise |
|
|
|
5 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: work out missing numbers in patterns involving subtraction of whole numbers up to 100 |
How do we work patterns in subtraction? |
Learners to work out exercise involving patterns in subtraction |
Chalkboard JKF Primary Mathematics Learner’s Activity Book 1 page 82 |
Writing exercises Observe learners work out patterns involving subtraction |
|
|
8 |
1 |
Numbers |
Subtraction |
By the end of the lesson the learner should be able to: work out missing numbers in patterns involving subtraction of whole numbers up to 100 |
How many remains? |
Learners to carry out subtractions involving both single numbers and 2-digit numbers up to 90 |
JKF Primary Mathematics Learner’s Activity Book 1 page 82 |
Writing in class exercise |
|
|
|
2 |
measurement |
Length |
By the end of the lesson the learner should be able to: compare lengths of objects directly |
How do you compare the length of objects? |
Learners in pairs /groups to collect objects having different lengths just from the appearance without measuring |
Objects within the class JKF Primary Mathematics Learner’s Activity Book 1 page 83-85 |
Observe learners collect objects of different lengths |
|
|
|
3 |
Measurement |
Length |
By the end of the lesson the learner should be able to: compare lengths of objects directly |
Which one is longer? |
Learners to identify the longer and shorter objects from the ones they collected and group them together |
Pencils/ books Bottles /pairs of shoes etc. JKF Primary Mathematics Learner’s Activity Book 1 page 83-85 |
Observe learners group objects of the same length together |
|
|
|
4 |
Measurement |
Length |
By the end of the lesson the learner should be able to: compare lengths of objects directly |
Can we draw objects of different lengths? |
Learners to draw objects of different lengths of different objects and color the objects of the same length with their unique colors |
JKF Primary Mathematics Learner’s Activity Book 1 page 83-85 Charts Exercise books |
Observe learners drawing objects in class drawing exercises |
|
|
|
5 |
Measurement |
Length |
By the end of the lesson the learner should be able to: compare lengths of objects directly |
Which one is shorter, longer, and/or same as? |
Learners to check on their text books and color objects that are shorter, longer and of the same length |
JKF Primary Mathematics Learner’s Activity Book 1 page 86-87 |
In class exercise on coloring of objects of the same lengths |
|
|
9 |
1 |
Measurement |
Length |
By the end of the lesson the learner should be able to: compare lengths of objects directly |
How many of this? |
Learner sin pairs/groups to measure: The teachers desk The length of the class room window Their desk |
Desks Classroom window. JKF Primary Mathematics Learner’s Activity Book 1 page 88-89 |
Observe learners carrying out measurement |
|
|
|
2 |
Measurement |
Length |
By the end of the lesson the learner should be able to: compare lengths of objects directly |
How many of this? |
Learners in groups/pairs to measure: One side of the classroom Width of the classroom door Learners to get out of the class and measure the distance from classroom to: The gate The playground Head teachers office |
JKF Primary Mathematics Learner’s Activity Book 1 page 88-89 Exercise book |
Observe learners determine the distances Writing exercises |
|
|
|
3 |
Measurement |
Length |
By the end of the lesson the learner should be able to conserve length through manipulation, |
How long? |
Learners to place objects of equal length in different orientations and describe them using words such as longer than, shorter than and same as |
Concrete objects JKF Primary Mathematics Learner’s Activity Book 1 page 88-89 |
Observe learners carrying out the measurements |
|
|
|
4 |
Measurement |
Length |
By the end of the lesson the learner should be able to: measure lengths using arbitrary units |
Which object can be used to measure the teachers table? |
Learners in pairs/groups to measure lengths using different objects as arbitrary units and discuss the measurements from the various groups |
Sticks JKF Primary Mathematics Learner’s Activity Book 1 page 88-89 |
Observing learners taking measuring |
|
|
|
5 |
Measurement |
Mass |
By the end of the lesson the learner should be able to: compare mass of objects directly |
How can you compare the mas of two or more objects? |
Learners in pairs/groups use safe objects to identify those heavier than, lighter than or same |
Real objects within the class JKF Primary Mathematics Learner’s Activity Book 1 page 90-92 |
Observe leaners identifying the heaviness of objects within the class
|
|
|
10-11 |
END OF TERM ASSESSMENT AND CLOSING |
Mathematics Schemes - Grade 1 Schemes of Work Term 1 2023
Week |
Lesson |
Strand |
Lesson |
Specific Learning Outcomes |
Key Inquiry Questions |
Learning Experiences |
Learning Resources |
Assessment |
Remarks |
1 |
1 |
Numbers |
Number concept |
By the end of the lesson, the learner should be able to sort and group different objects according same size |
How can we group objects of the same size |
Learners in pairs/groups to collect different types of objects. Learners in pairs/groups to sort objects with the same attributes and group them together. |
|
Observe how learners collect, sort and group objects. |
|
|
2 |
Numbers |
Number concept |
By the end of the lesson, the learner should be able to sort and group different objects according to color. |
How can we group items having different colors? |
Learners in pairs/groups to sort objects with same colors and group them together. Learners in groups /pairs collecting and presenting different objects of differentcolors |
|
Observe how learners collect, sort and group objects of different colors Giving out in class exercise |
|
|
3 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to sort and group items according to shape |
How can we group items having different shapes? |
Learners in pairs/groups to collect different types of objects of different shapes. Learners in groups/pairs to sort objects with same shape |
|
Observe learners collecting and sorting different items
|
|
|
4 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to sort and group items of different sizes |
How can we sort and group items having different sizes? |
Learners in pairs/groups sorting and grouping items of same sizes and grouping them together |
|
Observe learners collecting, sorting and grouping items according to their shapes |
|
|
5 |
Numbers |
Number concept |
By the end of the lesson, the learner should be able to; sort and group different items according to their use |
How can we group items according to their use? |
Learners in pairs/groups to collect different types of safe objects Learners in pairs/groups sorting items of the same use and group them together |
|
Observe learners collecting, sorting and grouping different objects |
|
2 |
1 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to should be able to represent number up to 10 using objects
|
How do you represent numbers using objects |
Learners in groups/pairs to represent numbers up to 10 using objects. guide learners to fill inthe tables |
|
Observing the learners sort different items according to shape, size and color. |
|
|
3 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to pair and match objects in the environment |
How can we pair and match objects? |
Learners in pairs/groups to play digital games involving sorting and grouping objects according to different attributes |
|
Giving matching exercise in class Observing learners play the matching games |
|
|
4 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to pair and match objects to establish ‘equal to’ ‘more than’ and ‘less than’ and same as |
How do you identify less than? How do you identify ‘more than’? How do you identify ‘same’ |
Learners in groups/pairs to pair and match objects to establish less than and more than Learners in pairs/groups to pair and match objects to establish same as |
|
In class exercise Observing learners counting objects |
|
|
5 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to pair and match objects to establish “one less than” |
How do you identify ‘one less than’? |
Learners in pairs/groups to pair and match objects to establish those ones that are ‘one less than’ |
|
In class exercise Observation |
|
3 |
1 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to order and sequence objects in ascending order |
What is an ascending order? |
Learners in pairs/groups to order objects according to size from smallest to biggest |
|
Observing learners ordering items from smallest to biggest |
|
|
2 |
Number |
Number concept |
By the end of the lesson the learner should be able to: order and sequence objects from the biggest to the smallest (descending order) |
How ca we order objects from the biggest to the smallest |
Learners in pairs/groups to collect objects of different sizes Learners in pairs/groups to order objects according to size from the biggest to smallest |
|
In class exercise Observing learners doing the ordering of objects from the biggest to the smallest |
|
|
3 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to: make patterns using real objects |
How do you make patterns? How do you identify patterns? |
Learners in pairs/small groups to identify patterns from any given source Learners in pairs/groups to make patterns using real objects |
|
Observing learners making patterns Exercise on patterns in groups |
|
|
4 |
Numbers |
Number concept |
By the end of the lesson the leaner should be able to recite number names in order up to 50 |
How many? |
Learner to recite number names up to 50 Learners in small groups to bring sticks and stones from outside the class for counting |
|
Counting along with learners Observing learners count objects Oral counting by learners |
|
|
5 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to represent numbers 1-30 using concrete objects |
How many? |
Learners to represent concreteobjects as well as their body parts |
|
Observe learners count concrete objects |
|
4 |
1 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to: demonstrate through counting that a group in all situations has only one count |
How do you count this? |
Learners to demonstrate that any given group has only one count |
|
Observe learners count objects of different groups In class exercise
|
|
|
2 |
Numbers |
Number concept |
By the end of the lesson the learner should be able to appreciate the use of sorting and grouping items in day to day activities |
How do we sort objects in our environment? |
Learners in pairs/groups to collect and sort litter in the environment and put in various groups according to an attribute of their choice and give reasons for grouping |
|
Observing learners collecting and sorting litter in the school compound |
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers 1’s and 2’s. |
How can we count in 1’s and 2’s? |
Learners in pairs/groups to count by 1’s and 2’s up to 10 starting from any point using concrete objects as well as body parts. |
|
In class exercise Observing learners count objects in 1’s and 2’s |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers 3’s and 4’s. |
How can we count in 3’s and 4’s? |
Learners in pairs/groups to count by 1’s and 2’s up to 10 starting from any point using concrete objects as well as body parts. |
|
Observing learners counting objects |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers 5’s and 6’s. |
Is it possible to count in 5’s and 6’s? |
Learners to take turns in counting by 5’s and 6’s? Learners in pairs/groups to count by 1’s and 2’s up to 10 starting from any point using concrete objects up to 50 |
|
Observe learners counting body parts and other objects In class exercise |
|
5 |
1 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers and backward from 100 in 10’s, |
How many ways can we count backwards from 100? |
Learners to take turns in counting to 100 Learners to count backwards from 100 to 1
|
|
Oral questions
|
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count numbers and backward from 100 and forward to 100 |
Can we count from 100 to 1? |
Learners in pairs/groups to play games that involve counting up to 100 and back Learners to take turns in counting to 100 Learners to count backwards from 100 to 1 |
|
Counting orally
|
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to count any concrete object that ranges from 1 to 100 |
How many? |
Learners in pairs or small groups to count trees, classes and other concrete objects found outside the class room and inside the class |
|
Observing learners moving around and counting concrete objects in their groups |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to represent numbers 1-50 using concrete objects |
How many do you see? |
Learners to walk around and count any concrete object they can see within the school environment |
|
Observe learners walking around and counting every concrete object they see |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to: identify place value of ones and tens |
How do we identify place values? |
Learners to identify place value of ones and tens Learners in pairs /groups to identify place values of the given numbers by the teacher |
|
|
|
6 |
1 |
numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify place value of ones and tens |
How do you identify the place value of your age? |
Learners to give the place value of their ages and the ages of their friends |
|
Oral presentation of place value of ages Writing exercise in class |
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to read and write numbers 1-50 in symbols |
How do we write number 1-50? |
Learners to recite number 1-50 in symbols |
|
Oral recitation of numbers from 1-50 in symbols Writing exercise of numbers from 150 in class |
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to Write numbers 1-10 in words |
How do we write in words? |
Learners to practice writing numbers 110 in words
|
|
Writing exercise in class Observe learners as they write numbers in words. |
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to Write numbers 1-10 in words |
How do we write in words? |
Learners to practice writing numbers 110 in words
|
|
Writing exercise in class Observe learners as they write numbers in words. |
|
|
5 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to Write numbers 1-10 in words |
How do we write numbers in words? |
Learners in pairs to write down numbers in words in turns and read them out to class |
|
Writing exercise in class Oral presentation of numbers in words |
|
7 |
1 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 20 |
How do we find missing numbers? |
Learners to identify missing numbers in number patterns up to 20 |
|
Observing learners identifying missing numbers In class exercise |
|
|
2 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 20 |
What is the next number in the pattern? |
Learners in pairs /groups to identify the next numbers in the given patterns |
|
Writing class exercise
|
|
|
3 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to identify missing numbers in number patterns up to 20 |
How do you find the missing number? |
Learners in groups to find the missing numbers orally by asking each other Learners to identify missing numbers in number pattern up to 20 |
|
In class representation of group work
|
|
|
4 |
Numbers |
Whole numbers |
By the end of the lesson the learner should be able to appreciate number patterns by creating and extending patterns during play activities |
How can we create a pattern? |
Learners in pairs/groups to patterns with numbers up to 20 and share with other groups. Learners to play digital games involving whole numbers |
|
Observe how learners create patterns and share with others and play digital games involving whole numbers |
|
|
5 |
numbers |
Whole numbers |
By the end of the lesson the learner should be able to appreciate number patterns by creating and extending patterns during play activities |
How can we get a missing number at a cashier place? |
Learners to role play a cashier in day today life activities such as a cashier counting 5shilling coins |
|
Observing learners finding out the missing amounts at a cashier’s place |
|
8 |
1 |
Numbers |
Addition |
By the end of the lesson the leaner should be able to model addition as putting objects together |
How can you add objects? |
Learners in pairs groups to put two groups of objects and count to the total |
|
Oral questions Observing learners adding objects together |
|
|
2 |
Numbers |
Addition |
By the end of the lesson the leaner should be able to model addition as putting objects together |
How many are they together? |
Learners to learners in groups /pairs to model addition using concrete objects |
|
Oral questions Observing learners putting together different objects they have in class |
|
|
3 |
Numbers |
Addition |
By the end of the lesson the leaner should be able to: model addition as putting objects together |
How can we put them together? |
Leaners to put together items on pictures and on charts Learners to identify different objects and them up |
|
Observe learners add up objects from charts In class exercise |
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to model addition as putting objects together |
How many are they altogether? |
Learners to get out in groups /pairs to count the concrete objects outside the class and add them up Learners to play games that involves adding numbers of scores together |
|
Observe learners moving and adding up objects Oral counting and adding of numbers |
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: use ‘+’ and ‘=’ signs in writing addition sentences |
How can you use ‘+’ and ‘=’ signs in addition? |
Learners to practices writing the + and = in addition |
|
Writing exercise involving + and = signs |
|
9 |
1 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: use ‘+’ and ‘=’ signs in writing addition sentences |
How many? |
Learners to use ‘+’ and = signs in writing addition sentences |
|
In class writing exercise |
|
|
2 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: use ‘+’ and ‘=’ signs in writing addition sentences |
How many? |
Learners to use’+’ and ‘=’ signs in adding different objects within the class |
|
In class oral presentations Writing exercises |
|
|
3 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: use ‘+’ and ‘=’ signs in writing addition sentences |
How do you add two singles numbers by skipping a number line? |
Learners to add two single digit numbers by skipping on a number line |
|
Writing exercises
|
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: use ‘+’ and ‘=’ signs in writing addition sentences |
What should be added next? |
Learners to add two single digit numbers by skipping on a number line of numbers adding up to 10 |
|
Writing exercise |
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to add 2-single digit numbers up to a sum of 10 |
How do we add a 1- digit number to another 1- digit number? |
Learners to ad 2digit single numbers using the family of 10 |
|
In-class exercises |
|
10 |
1 |
Numbers |
Addition |
By the end of the sub-strand, the learner should be able to add 2-single digit numbers up to a sum of 10 |
In how many ways can we add single digits that add to 10? |
Learners in pairs/groups of not more than 10 to gather themselves and find their total number according to their gender etc. Learners to count and add objects within the class that are not more than ten. |
|
Observe how learners gather themselves and find their total numbers Oral presentation of objects counted |
|
|
2 |
Numbers |
Addition |
By the end of the sub-strand, the learner should be able to add 2-single digit numbers up to a sum of 10 |
How many do we get? |
Learners to add 2single digits by counting on |
|
Oral exercise [individual] |
|
|
3 |
Numbers |
Addition |
By the end of the sub-strand, the learner should be able to add 2-single digit numbers up to a sum of 10 |
How many single digits can be added up to get10? |
Leaners in pairs /groups to come up with single digits that can be added up to get 10 only |
|
|
|
|
4 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: add 3-single digit numbers up to a sum of 10 in different contexts |
Which 3 digits do you think we can add to get 10or less than 10? |
Learners to add 3- single digit numbers by counting on |
|
Writing exercises |
|
|
5 |
Numbers |
Addition |
By the end of the lesson the learner should be able to: add 3-single digit numbers up to a sum of 10 in different contexts |
Which three digits can be added to sum up ten? |
Learners in pairs /groups to identify 3 digits in each group that can be added to get 10 or a number less than 10 |
|
Writing in class exercises |
|
Class 8 Primary Mathematics - Class 8 Schemes of Work Term 2 2023
WEEK | LESSON | TOPIC | SUB-TOPIC | OBJECTIVES | T/L ACTIVITIES | T/L AIDS | REFERENCE | REMARKS |
1 | Topics covered in first term | Revisions | By the end of the lesson the learner should be able to recall content covered in previous term in preparation for term two work . | Asking and answering questions. Tests and quizzes |
Past exam papers | Marking schemes for past exams | ||
2 |
1 | MEASUREMENT |
Percentage Profit and loss | By the end of the lesson the learner should be able to work out problems involving percentage profit and loss. |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 134 | |
2 | Percentage Profit and loss | By the end of the lesson the learner should be able to work out problems involving percentage profit and loss. |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 136 | |||
3 | Bills | By the end of the lesson the learner should be able to work out problems involving bills. |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 137 | |||
4 | Bills | By the end of the lesson the learner should be able to work out problems involving bills. |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 139 | |||
5 | Discount | By the end of the lesson the learner should be able to work out problems involving discount |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 140 | |||
6 | Percentage discount | By the end of the lesson the learner should be able to work out problems involving percentage discount |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 141 | |||
7 | Commission and percentage | By the end of the lesson the learner should be able to work out problems involving |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 142 | |||
3 |
1 | MEASUREMENT |
Hire purchase | By the end of the lesson the learner should be able to work out problems involving hire purchase |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 144 | |
2 | Simple interest | By the end of the lesson the learner should be able to work out problems involving simple interest |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 146 | |||
3 | Simple interest | By the end of the lesson the learner should be able to work out problems involving simple interest |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 148 | |||
4 | Compound interest | By the end of the lesson the learner should be able to work out problems involving compound interest using simple interest per unit time. |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 152 | |||
5 | MEASUREMENT |
Postal charges | By the end of the lesson the learner should be able to work out problems involving postal charges(inland) |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 155 | ||
6 | Postal charges | By the end of the lesson the learner should be able to work out problems involving postal charges(International) |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 158 | |||
7 | Postal charges | By the end of the lesson the learner should be able to work out problems involving postal charges(parcels) |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 162 | |||
4 | 1 | MEASUREMENT | Postal charges | By the end of the lesson the learner should be able to work out problems involving postal charges(money orders) |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 164 | |
2 | Postal charges | By the end of the lesson the learner should be able to work out problems involving postal charges(Postal orders) |
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 166 | |||
3 | Postal charges |
By the end of the lesson the learner should be able to work out problems involving postal charges(Inland telegrams
|
|
|
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 168 | |||
4 | TIME, SPEED AND TEMPERATURE | Time | By the end of the lesson the learner should be able to work out problems involving time. |
|
Clock face Examples in pupils text book |
Primary mathematics: pupils book 8 (2005 new edition) JKF –Pg. 171 | ||
5 | Time | By the end of the lesson the learner should be able to work out problems involving time. |
|
Illustrations on chalkboard | Ppls bk. pg. 172 | |||
6 | Fares tables | By the end of the lesson the learner should be able to work out problems involving fares. |
|
Illustrations on chalkboard | Ppls bk. pg. 173 | |||
7 | Bus time table | By the end of the lesson the learner should be able to work out problems involving bus timetables |
|
Illustrations on chalkboard | Ppls bk. pg. 174 | |||
5 | 1 | Train timetable | By the end of the lesson the learner should be able to work out problems involving train timetables |
|
Timetables in ppls text bk | Ppls bk. pg. 175 | ||
2 | Plane timetables | By the end of the lesson the learner should be able to work out problems involving plane timetables |
|
Timetables in ppls text bk | Ppls bk. pg. 177 | |||
3 | Speed: Conversion of km/h to m/s | By the end of the lesson the learner should be able to convert km/h to m/s |
|
Chart showing conversions | Ppls bk. pg.178 | |||
4 | TIME, SPEED AND TEMPERATURE | Conversion of km/h to m/s | By the end of the lesson the learner should be able to convert m/s to km/h |
|
|
Ppls bk. pg.180 | ||
5 | Speed, time and distance | By the end of the lesson the learner should be able to work out problems involving speed, time and distance. | Working out exercises |
|
Ppls bk. pg.181 | |||
6 | Speed, time and distance | By the end of the lesson the learner should be able to work out problems involving speed, time and distance. | Working out exercises |
|
Ppls bk. pg.183 | |||
7 | Temperature | By the end of the lesson the learner should be able to work out problems involving temperature | Working out exercises |
|
Ppls bk. pg.184 | |||
6 | 1 | SCALE DRAWING | Reading and interpreting diagrams drawn to scale | By the end of the lesson the learner should be able to read and interpret diagrams drawn to scale. | Reading and interpreting diagrams drawn to scale | Diagrams and illustration on chalkboard Local environment |
Ppls bk. pg.186 | |
2 | '' | '' | By the end of the lesson the learner should be able to work out problems involving scale. |
|
'' | Ppls bk. pg.187 | ||
3 | '' | Determining and making scale drawing | By the end of the lesson the learner should be able to determine and make scale drawings. |
|
Examples in pupils text bk. chalkboard |
Pimary maths ppls bk. 8 pg. 191 | ||
4 |
''
|
By the end of the lesson the learner should be able to draw diagrams using given scale. |
|
'' | ppls bk. pg. 192 | |||
5 | Exercises involving scale drawing | By the end of the lesson the learner should be able to work out problems involving scale drawing. |
|
'' | ppls bk. pg. 192 | |||
6 | '' | By the end of the lesson the learner should be able to work out problems involving scale drawing. | Working out exercises | Chalkboard | ppls bk. pg. 186 | |||
7 | TEST | '' | By the end of the lesson the learner should be able to work out given revision exercise to reinforce covered content | Working out exercises | Chalkboard | ppls bk. pg. 186 | ||
7 | 1 | RATION AND PROPORTION | Ratio | By the end of the lesson the learner should be able to work out problems involving ratio. |
|
Examples in pupils text book Chalkboard |
ppls bk. pg. 194 | |
2 | '' | Ratio | By the end of the lesson the learner should be able to work out problems involving ratio. | Working out exercises | Examples in pupils text book | ppls bk. pg. 195 | ||
3 | '' | Ratio | By the end of the lesson the learner should be able to work out problems involving ratio. | Working out exercises | Chalkboard | ppls bk. pg. 196 | ||
4 | '' | Ratio increasing and decreasing | By the end of the lesson the learner should be able to work out problems involving ratio increase and decrease | Working out exercises | Examples in pupils text book | ppls bk. pg. 199 | ||
5 | '' | Direct proportion | By the end of the lesson the learner should be able to work out problems involving simple direct proportion |
|
" | ppls bk. pg. 201 | ||
6 | " | Direct proportion | By the end of the lesson the learner should be able to work out problems involving simple direct proportion |
|
Examples in pupils text book Cghalkboard |
Pimary maths ppls bk. 8 pg. 203 | ||
7 | " | Indirect proportion | By the end of the lesson the learner should be able to work out problems involving indirect proportion |
|
Examples in pupils text book | ppls bk. pg. 204 | ||
8 | 1 | RATION AND PROPORTION | Indirect proportion | By the end of the lesson the learner should be able to work out problems involving simple indirect proportion. |
|
Chalkboard | ppls bk. pg. 204 | |
2 | Direct rroportion | By the end of the lesson the learner should be able to work out problems involving direct proportion. |
|
Examples in pupils text book | ppls bk. pg. 205 | |||
3 | Ratio and proportion mixed exercises | By the end of the lesson the learner should be able to work out problems involving mixed exercises |
|
Chalkboard | ppls bk. pg. 205 | |||
4 | Averages (i) Mean |
By the end of the lesson the learner should be able to work out problems involving mean |
|
Examples in pupils text book Chalkboard |
ppls bk. pg. 207 | |||
5 | (ii) The mode | By the end of the lesson the learner should be able to work out problems involving mode |
|
" | ppls bk. pg. 208 | |||
6 | (iii) The median | By the end of the lesson the learner should be able to work out problems involving median | Working out exercises | " | ppls bk. pg. 209 | |||
7 | TABLES AND GRAPHS | (iii) The median | By the end of the lesson the learner should be able to work out problems involving median |
|
|
Primary maths ppls bk. 8 Pg 210 | ||
9 | 1 | " | Reading and interpreting information from tables | By the end of the lesson the learner should be able to read, draw and interpret information given in tables | Working out exercises |
|
ppls bk. pg. 211 | |
2 | " | Reading and interpreting bar graphs | By the end of the lesson the learner should be able to read, draw and interpret bar graphs |
|
|
ppls bk. pg. 213 | ||
3 | " | " | By the end of the lesson the learner should be able to read, draw and interpret bar graphs |
|
|
ppls bk. pg. 214 | ||
4 | TABLES AND GRAPHS | Reading and interpreting bar graphs | By the end of the lesson the learner should be able to read and interpret pie charts. |
|
|
ppls bk. pg. 215 | ||
5 | " | " | By the end of the lesson the learner should be able to read and interpret pie charts. |
|
" | ppls bk. pg. 218 | ||
6 | " | Reading and interpreting line graphs | By the end of the lesson the learner should be able to read and interpret line graphs |
|
" | ppls bk. pg. 218 | ||
7 | " | " | By the end of the lesson the learner should be able to read and interpret line graphs |
|
|
Primary maths ppls bk. 8 Pg 223 | ||
10 | 1 | " | " | By the end of the lesson the learner should be able to read and interpret line graphs | " |
|
ppls bk. pg. 224 | |
2 | " | Travel graphs | By the end of the lesson the learner should be able to read and interpret travel graphs | Reading and interpreting line graphs |
|
ppls bk. pg. 226 | ||
3 | " | " | By the end of the lesson the learner should be able to read and interpret travel graphs | Reading and interpreting line graphs |
|
ppls bk. pg. 229 | ||
4 | " | Travel graphs | By the end of the lesson the learner should be able to read and interpret travel graphs | Reading and interpreting line graphs |
|
ppls bk. pg. 231 | ||
5 | GEOMETRY | Patterns with shapes | By the end of the lesson the learner should be able to make geometrical patterns using straight lines. | Reading and interpreting line graphs |
|
ppls bk. pg. 245 | ||
6 | GEOMETRY | Patterns with shapes | By the end of the lesson the learner should be able to make patterns using quadlilaterals, triangles and circles. | Making patterns |
|
Primary maths ppls bk. 8 Pg 246 | ||
7 | " | Patterns with shapes | By the end of the lesson the learner should be able to make patterns using quadlilaterals, triangles and circles. | Making patterns | " | ppls bk. pg. 247 | ||
11 | END TERM TWO EXAMS |
Class 8 Success Mathematics - Class 8 Schemes of Work Term 1 2023
WEEK | LESSON | SUB-TOPIC | OBJECTIVES | TEACHER'S ACTIVITIES | LEARNER'S ACTIVITIES | LEARNING/TEACHING RESOURCES | REF | ASSESSMENT | REMARK |
1 | REVISION OF STD 7 WORK | ||||||||
2 | 1 | NUMBERS | Place value |
By the end of the lesson the learner should be able to
|
|
|
|
Success Mathematics Pupils Bk 8 Pg 8-12 |
Written exercise |
2 | Total value | By the end of the lesson the learner should be able to
|
|
|
place value chart | Success Mathematics Pupils Bk 8 Pg 8-12 |
Filling in the table | ||
3 | Squares of numbers | By the end of the lesson the learner should be able to work out squares of perfect square numbers |
|
|
Rectangles, circles, triangles of different sizes and colours |
Success Mathematics Pupils Bk 8 Pg13 | Written exercise | ||
4 | Squares of numbers | By the end of the lesson the learner should be able to work out squares of perfect square numbers |
|
|
Rectangles, circles, triangles of different sizes and colours |
Success Mathematics Pupils Bk 8 Pg13 | Written exercise | ||
5 | Squares roots of numbers | By the end of the lesson the learner should be able to work out the square root of perfect square numbers |
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Rectangles, circles, triangles of different sizes and colours |
Success Mathematics Pupils Bk 8 Pg13 | Filling in the table | ||
6 | The last digit of a square |
By the end of the lesson the learner should be able to work out the last digit of a square |
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Rectangles, circles, triangles of different sizes and colours |
Success Mathematics Pupils Bk 8 Pg15 |
Filling in the table | ||
7 | The last digit of a square |
By the end of the lesson the learner should be able to work out the last digit of a square |
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Rectangles, circles, triangles of different sizes and colours |
Success Mathematics Pupils Bk 8 Pg15 |
Filling in the table | ||
3 | 1 | Square root of perfect squares | By the end of the lesson the learner should be able to work out square root of perfect squares |
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Objects like tins, books, bottles, pictures, of different size |
Success Mathematics Pupils Bk 8 Pg17 | Written exercise | |
2 | Square root of perfect squares | By the end of the lesson the learner should be able to work out square root of perfect squares |
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Objects like tins, books, bottles, pictures, of different size |
Success Mathematics Pupils Bk 8 Pg17 | Written exercise | ||
3 | Finding square root using prime factorization |
By the end of the lesson the learner should be able to find square root using prime factorization |
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Objects that have smooth or rough texture like wood, paper, glass, soil, mirror, Leaves, etc. |
Success Mathematics Pupils Bk 8 Pg17 | Working out a problem | ||
4 | Conversion of fraction to decimals | By the end of the lesson the learner should be able to fraction to decimals and vice versa |
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Chart | Success Mathematics Pupils Bk 8 Pg20 | Written exercise | ||
5 | Conversion Of decimals to fractions | By the end of the lesson the learner should be able to decimals to fractions |
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Chart | Success Mathematics Pupils Bk 8 Pg21 | Written exercise | ||
6 | Conversion of fractions to percentages and percentages to fractions |
By the end of the lesson the learner should be able to convert percentage into fraction |
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Place value chart | Success Mathematics Pupils Bk 8 Pg23 | Written exercise | ||
7 | Conversion of decimals to percentages and percentages to fractions |
By the end of the lesson the learner should be able to convert percentage into fraction |
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Place value chart | Success Mathematics Pupils Bk 8 Pg26 | Working out a problem | ||
4 | 1 | OPERATION OF WHOLE NUMBERS | Addition | By the end of this topic, the pupils should be able to subtract whole numbers by whole numbers correctly |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg29 | Written exercise |
2 | Subtraction | By the end of this topic, the pupils should be able to subtract whole numbers by whole numbers correctly |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg36 | Filling in the table | ||
3 | Multiplication | By the end of this topic, the pupils should be able to subtract whole numbers by whole numbers correctly |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg38 | Working out a problem | ||
1 | Division | By the end of this topic, the pupils should be able to divide whole numbers by up to 3-digit numbers |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg39 | Written exercise | ||
2 | Combined operation | By the end of this topic, the pupils should be able to work out problems involving combined operation in whole numbers |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg41 | Filling in the table | ||
3 | Operation on decimals | By the end of this topic, the pupils should be able to work out problems involving decimals |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg43 | Filling in the table | ||
4 | Addition and subtraction | By the end of this topic, the pupils should be able to work out addition and subtraction of whole numbers |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg43 | Working out a problem | ||
5 | Combined operation on decimals | By the end of this topic, the pupils should be able to work out problems involving combined operation in decimals |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg45 | Filling in the table | ||
6 | Percentage increase and decrease | By the end of this topic, the pupils should be able to work out percentage increase and decrease |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg48 | Written exercise | ||
7 | Number sequence | By the end of this topic, the pupils should be able to recognize and identify number sequence involving whole numbers |
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Multiplication table | Success Mathematics Pupils Bk 8 Pg51 | Working out a problem | ||
5 | 1 | MEASUREMENT | Length | By the end of this topic, the pupils should be able to work out problems involving units of length |
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Metre rule | Success Mathematics Pupils Bk 8 Pg53 | Working out a problem |
2 | Length | By the end of this topic, the pupils should be able to work out problems involving units of length |
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Metre rule | Success Mathematics Pupils Bk 8 Pg53 | Working out a problem | ||
3 | Perimeter | By the end of this topic, the pupils should be able to work out perimeter of various figures |
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Metre rule | Success Mathematics Pupils Bk 8 Pg59 | Written exercise | ||
4 | Perimeter | By the end of this topic, the pupils should be able to work out perimeter of various figures |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg59 | Written exercise | ||
5 | Circumference | By the end of this topic, the pupils should be able to work out circumference of given figures |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg59 | Written exercise | ||
6 | Circumference | By the end of this topic, the pupils should be able to work out circumference of given figures |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg59 | Written exercise | ||
7 | MEASUREMENT | Area of triangles | By the end of this topic, the pupils should be able to work out area of various triangles |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg67 | Written exercise | |
6 | 1 | Area of triangles | By the end of this topic, the pupils should be able to work out area of various triangles |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg67 | Written exercise | |
2 | The area of combined shapes | By the end of the lesson the learner should be able to work out area of combines chapes |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg71 | Working out a problem | ||
3 | Area of borders | By the end of the lesson the learner should be able to work out area of borders |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg76 | Written exercise | ||
4 | Surface area of cubes | By the end of the lesson the learner should be able to work out area of cubes |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg80 | Written exercise | ||
5 | Surface area of cuboids | By the end of the lesson the learner should be able to work out area of cuboids |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg80 | Written exercise | ||
6 | Surface area of cylinders | By the end of the lesson the learner should be able to work out area of cylinders |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg80 | Written exercise | ||
7 | Surface area of cylinders | By the end of the lesson the learner should be able to work out area of ,cylinders |
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Metre rule Mathematical set |
Success Mathematics Pupils Bk 8 Pg80 | Written exercise | ||
7 | HALF TERM | ||||||||
8 | 1 | MIXED EXERCISES | Exercise 1 | Mixed exercise 1/ revision of the exercise | |||||
9 | 1 | MEASUREMENT | Volume(cubes) | By the end of the lesson the learner should be able to work out volume of cubes |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg91 | Written exercise |
2 | Volume (cuboids) | By the end of the lesson the learner should be able to work out volume of cuboids |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg91 | Written exercise | ||
3 | Volume(cylinders) | By the end of the lesson the learner should be able to work out volume of cylinders |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg91 | Written exercise | ||
4 | Volume(cylinders) | By the end of the lesson the learner should be able to work out volume of cylinders |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg91 | Written exercise | ||
5 | Volume(triangular prisms) | By the end of the lesson the learner should be able to work out volume of triangular prisms |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg92 | Written exercise | ||
6 | Volume(triangular prisms) | By the end of the lesson the learner should be able to work out volume of triangular prisms |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg92 | Written exercise | ||
7 | MEASUREMENT | Capacity (cubes) | By the end of the lesson the learner should be able to work out capacity of cubes |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg96 | Written exercise | |
10 | 1 | Capacity (cubes) | By the end of the lesson the learner should be able to work out capacity of cubes |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg96 | Written exercise | |
2 | Capacity (cuboids) | By the end of the lesson the learner should be able to work out capacity of cuboids |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg96 | Written exercise | ||
3 | Capacity (cuboids) | By the end of the lesson the learner should be able to work out capacity of cuboids |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg96 | Written exercise | ||
4 | Capacity (cylinders) | By the end of the lesson the learner should be able to work out capacity of cylinders |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg96 | Written exercise | ||
5 | Capacity (cylinders) | By the end of the lesson the learner should be able to work out capacity of cylinders |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg96 | Written exercise | ||
6 | Conversion of capacity units and volume | By the end of the lesson the learner should be able to convers units of capacity and volume |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg100 | Written exercise | ||
7 | Conversion of capacity units and volume | By the end of the lesson the learner should be able to convers units of capacity and volume |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg100 | Written exercise | ||
11 | 1 | MEASUREMENT | Mass (conversion of mass) | By the end of the lesson the learner should be able to work out convert mass to simpler units |
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Metre rule Mathematical set cubes cuboids cylinders |
Success Mathematics Pupils Bk 8 Pg103 | Written exercise |
2 | Mass (conversion of mass) | By the end of the lesson the learner should be able to work out convert mass to simpler units |
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Chalkboard layout | Success Mathematics Pupils Bk 8 Pg103 | Written exercise | ||
3 | Mass (conversion of mass) | By the end of the lesson the learner should be able to work out convert mass to simpler units |
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Chalkboard layout | Success Mathematics Pupils Bk 8 Pg103 | Written exercise | ||
4 - 7 | MIXED EXERCISES | By the end of the lesson the learner should be able to attempt the mixed exercise in their books |
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Exercise books | Success Mathematics Pupils Bk 8 Pg106 | Written exercise | ||
12 - 14 | Assessment/ exams/ closing of the school |