INSTRUCTIONS TO CANDIDATES:-
- Answer all the questions
- You are supposed to spend the first 15 minutes of 2 ½ hours reading the whole paper carefully before commencing your work.
- Marks are given for a clear record of the observations actually made, their suitability, accuracy and the use of them
- Record your observations as soon as you make them.
- Mathematical tables, slide rules and silent non-programmable electronic calculators may be used.
- Take g = 10ms-2
Question 1
You are provided with the following
- A voltmeter 0−2.5 or 0−5 V
- A center zero galvanometer
- An ammeter
- Two new size D dry cells
- Two cell holders
- A switch
- Eight connecting wires each with a crocodile clip on one end
- A coiled resistance wire labeled X
- A resistance wire labeled AB mounted on a millimeter scale
- Six 10 carbon resistors
- A jockey/crocodile
Proceed as follows
- Set up the circuit with the cells in parallel as shown in the figure below
- With the switch open, record the reading E of the voltmeter
E = ______________ (1mark) - Close the switch and record the current I flowing through the circuit and the potential difference V across the cells
I = _______________ (1mark)
V = _______________(1mark) - Given that E = V + Ir and V = IR, determine the internal resistance r of the combined cells and the resistance (R) of the wire labeled X (3marks)
- Now set up the circuit as shown in the figure below. Z is one of the 10 carbon resistors.
- Close the switch. Tap the jockey at various points along the wire AB and locate a point P at which the galvanometer shows zero deflection. Measure and record in the table below the length ‘a’ where a = PB
- Repeat the procedure in (f) using two resistors in parallel, three resistors in parallel, four resistors in parallel, five resistors in parallel, and six resistors in parallel. Record your readings in the table below. R is the effective resistance for the PARALLEL combination.
Number of 10Ω resistors one two three four five six Effective resistance (R) length (a) in cm 1/R (Ω−1) 1/a (cm−1) - Plot a graph of I/a (y-axis) against I/R (5marks)
- Determine the slope S, of the graph (2marks)
- Given that I / a = β / kR + 1 / k, where k = 100cm, Use the graph to determine β (2marks)
Question 2
PART A
- You are provided with the following apparatus.
- A 50ml measuring cylinder
- A test tube
- About 200ml of Water in a 250ml beaker
- Six 1g ball bearings
- A vernier caliper
- Half meter rule
- Label
Procedure
-
-
- Measure the internal diameter of the measuring cylinder using a vernier caliper.
D = ________________m (1 mark) - Calculate the area A of cross section of the inner part of the cylinder. (2 marks)
- Measure the internal diameter of the measuring cylinder using a vernier caliper.
-
- Pour water into the measuring cylinder up to 50ml mark. Mark this point as h1 using the label.
- Place the test tube upright inside the measuring cylinder so that it floats. Measure the increase in height of the water level from h1 using a half meter rule. Record this value in the table below.
- Insert one ball bearing into the test tube then place the test tube back into the cylinder gently. NB (Remove the test tube slant it slightly and let the ball bearing roll to the bottom. Dropping the ball can break the test tube) measure the increase in height from h1
-
- Repeat the procedure in b(iii) above by adding ball bearings one by one each time measuring the new change in height H from h1. Enter the results in the table shown. (3 marks)
Mass of ball (g) 0 1 2 3 4 5 6 Change in height (H) (cm) - Determine the weight of the water displaced Ww when the test tube has six ball bearings (density of water is 1 g/cm3) ( 3mks)
- Determine the weight Wo of the test tube when empty given that
Ww = Wo + 0.06. (2 marks) - State any one source of error in the experiment above (1mark)
- Repeat the procedure in b(iii) above by adding ball bearings one by one each time measuring the new change in height H from h1. Enter the results in the table shown. (3 marks)
-
PART B
You are provided with the following:
- A bare copper wire with a loop on one end labeled W
- A retort stand, boss and clamp
- An optical pin mounted on a cork
- A stop watch
- A micrometer screw gauge to be shared
Proceed as follows:- Clamp the cork so that optical pin is horizontal. Hang the copper wire from the pin by the loop as shown in the figure below. Ensure the wire is straight and the length X between the lower tip and the optical pin is 20 cm.
- Displace the lower tip of the wire slightly and then release it. Measure the time t for 10 oscillations of the wire and record the value in the table below.
- Repeat the procedure in (b) above for two more trials each time recording the time taken in the table below. (3 marks)
TRIALS 1 2 3 Time t for 10 oscillations (s) Period T = (s) T2 (S2) -
- Determine the average of T2 to 4sf 1mark
- Using a micrometer screw gauge, measure the diameter D of the wire in SI units (1mark)
- Obtain the value of K in the equation T2 = 8π (2marks)
3KD
- Clamp the cork so that optical pin is horizontal. Hang the copper wire from the pin by the loop as shown in the figure below. Ensure the wire is straight and the length X between the lower tip and the optical pin is 20 cm.
CONFIDENTIAL
EACH STUDENT WILL BE PROVIDED WITH
Question 1
- Voltmeter (0 – 2.5V)
- Centre zero galvanometer
- Ammeter 0 – 1A
- A coiled resistant wire labeled X (nichrome wire SWG 30 of length 50cm )
- A resistance wire labeled AB mounted on a millimeter scale (nichrome wire SWG 32)
- 8 connecting wires each with crocodile clip at one end
- A switch
- A jockey/crocodile clip
- Six 10 ohms carbon resistors
- Two new size D dry cells
- Two cell holders of one cell each
Question 2
- A measuring cylinder of 50ml
- A test tube of mass between 12 - 15g
- About 200 ml of water in A 250ml beaker
- Six 1g ball bearings (From bicycle repairers)
- A vernier caliper
- Half meter rule
- Label
- A bare copper wire SWG 26 NB the wire should be 21 cm in length and a loop should be made on one end so that the final length of the wire is 20 cm
- A retort stand, boss and clamp
- An optical pin mounted on a cork
- A stop watch
- A micrometer screw gauge (to be shared)
MARKING SCHEME
QUESTION ONE | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
1. |
(b) E= 1.5 ± 0.1 V 1mk Award ½ mk if
No units, wrong units 0mk. (c) I = 0.12 ± 0.02 A 1MK (d) E = V + Ir and V = IR , Correct substitution from students values 1mk (g)
(h) Axis (1mk) both well labeled with units (i) Change in y ½ mk (j) β/100 = S Correct substitution from students values 1mk QUESTION 2 PART A (a) i D=2.90 ± 0.02 cm 2dp a must ii A= π(D/2)2 Correct substitution from students values 1mk (c) i
ii V = A x 4.3 iii Ww = Wo + 0.06. Correct substitution from students values 1mk iv Water spillage QUESTION 2 PART B
Principle of averaging ½ mk D = measure the diameter of wire provided within 2 dp a must ½ mk T2 = 8π |
1 mks 2 mks 3mks
All correct 1mk
All correct 1mk All correct 1mk
5mks 5mks
2mks 2mks
20 mks
1mk
2mks
½ mk each ± 0.1 1 dp max of 3mks
3mks
2mks
1mk
½ mk each ±1 s 2dp max of 1mk All correct 1mk All correct 1mk 3mks 1mk 1mk 2mks |
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