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P varies directly as the cube of Q and inversely as the square root of R
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
formulae and variations
0
votes
2
answers
The data below shows the heights of students in a class.
asked
Jun 30, 2021
in
Mathematics Form 4
by
anonymous
statistics
0
votes
1
answer
Using a ruler and a pair of compasses only for all constructions in this question.
asked
Jun 30, 2021
in
Mathematics Form 1
by
anonymous
geometrical construction
0
votes
1
answer
The first, second and fifth terms of an arithmetic sequence are the first three consecutive terms of a geometric sequence. Find the common ratio
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
sequences and series
0
votes
1
answer
The figure below shows a prism ABCDEF with BC=8cm and EB=8cm
asked
Jun 30, 2021
in
Mathematics Form 1
by
anony mous
common solids
sketching solids
nets of solids
0
votes
1
answer
A contractor intends to transport 1,000 bags of cement using a lorry and a pick up. The lorry can carry a maximum of 80 bags while a pick up can carry a maximum of 20 bags. The pickup has to make more than twice the number of trips the lorry makes and the total number of trips has to be less than 30. The cost per trip is sh. 2,000 for the lorry and sh 900 for the pickup and the contractor wishes to minimize cost. Let x and y be the trips for the lorry and pickup respectively.
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
compound proportions
rates of work
linear inequalities
0
votes
1
answer
ABCD is a regular tetrahedron. AB=BC=CA=AD=BD=CD= 8cm.
asked
Jun 30, 2021
in
Mathematics Form 2
by
anonymous
quadilaterals
polygons
0
votes
1
answer
A,B and C are three points on a straight line (in that order) on horizontal ground. A and B are on the side of C. At C stands a vertical tower 173.2m high. The distance from A to B is 100m and the angle of elevation of the top of the tower from A is 30°. Find the angle of elevation of the top of the tower from B.
asked
Jun 30, 2021
in
Mathematics Form 1
by
anony mous
trigonometry
0
votes
1
answer
The interior angles of an irregular hexagon are 108°, 162° and 90°. The remaining three angles are all equal. Find the value of the largest exterior angles.
asked
Jun 30, 2021
in
Mathematics Form 1
by
anony mous
angles and plane figures
angle properties of polygons.
0
votes
1
answer
Find the base radius of a cylindrical hole with maximum volume which can be drilled into a cone of height 16 cm and radius 12 cm as shown below.
asked
Jun 30, 2021
in
Mathematics Form 2
by
anonymous
volume of solids
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votes
1
answer
Expand (1+2x/3)8 in ascending powers of x up to the fourth term. Hence use your expansion to evaluate (0.98)8 to three significant figures.
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
binomial expansion
powers
binomial expansions
0
votes
1
answer
Peter bought a shirt and sold it to Kamau at a profit of 10%. Kamau sold the same shirt to Rony at a price of Kshs 2700/= thus making a loss of 15%. Find the price Kamau bought the shirt from Peter.
asked
Jun 30, 2021
in
Mathematics Form 1
by
anony mous
commercial arithmetic
profit and loss
0
votes
1
answer
The third number of four consecutive odd numbers is 2n+3. Their sum is 1768. Find the numbers.
asked
Jun 30, 2021
in
Mathematics Form 1
by
anony mous
natural numbers
odd numbers
0
votes
1
answer
The equation of a circle is given by 2/3 x2 + 2/3 y2 - 4x+ 2 2/3 y - 2 = 0. Determine the centre and the radius of the circle.
asked
Jun 30, 2021
in
Mathematics Form 2
by
anonymous
circles chords and tangents
0
votes
1
answer
Evaluate without using a calculator
asked
Jun 30, 2021
in
Mathematics Form 1
by
anony mous
natural numbers
operation of whole numbers
0
votes
1
answer
Given that A (4, -2, 6) and B (-3, 1, -2) and that a point N divides AB in the ratio -2:7. Find the vector ON in terms of i, j and k.
asked
Jun 30, 2021
in
Mathematics Form 2
by
anonymous
vectors
0
votes
1
answer
Solve the following equation for 0 ≤ x ≤ 360 2cosx = sin^2 x + 2
asked
Jun 30, 2021
in
Mathematics Form 2
by
anonymous
trigonometry
0
votes
1
answer
In the figure below, the chords CD and AB intersect externally at T. DT = 4 cm, BT = 3 cm and CD = 5 cm. calculate the length AB.
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
circles chords and tangents
0
votes
1
answer
Triangle ABC is such that AB = 8 cm, BC = 11 cm and AC = 15 cm. calculate correct to 2 decimal places the; Angle ABC Radius of the circum circle
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
trigonometry
0
votes
1
answer
Express in surd form and simplify by rationalizing the denominator.
asked
Jun 30, 2021
in
Mathematics Form 3
by
anonymous
surds
trigonometry
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