Instructions to Candidates
- This paper consists of two sections-section / and section 2
- Attempt all questions in the spaces provided
- All working must be clearly shown
- Non-programmable, silent calculators and mathematical tables may be used
- Answers to numerical calculations must be expressed in decimal form.
- Where necessary take:
Density of copper = 8940kgm3
Density of tin=7280kgm-3
Specific heat capacity of ice = 2100Jkg-1K-1
Specific latent heat of fusion of ice = 334000 Jkg-1
Specific heat capacity of water = 4200Jkg-1r-1?
Specific heat capacity of copper = 400Jkg-1r-1?
Specific latent heat of vaporization of water 2260000Jkg-1
g=10ms-2 or 10 Nkg-1
Density of water = 1000kgm-3
Density of glycerine = 1200kgm-3
Question | Maximum Score | Candidate's Score |
1-10 | 25 | |
11 | 12 | |
12 | 11 | |
13 | 10 | |
14 | 11 | |
15 | 11 | |
80 |

QUESTIONS
Section 1 (25 marks)
- The figure below show a section of a micrometer that was used to measure the diameter of a marble. If the micrometer screw gauge had a zero error of -0.002cm, state the actual reading of the diameter of the marble. (3 marks)
- A sack of sawdust on the earth's surface is found to have the same weight as a sack of sand on the surface of the moon. State the reason why the masses of the two sacks must be different (1 mark)
- State the factors that affect the rate of flow of heat through a metal conductor (3 marks)
- A metre rule of mass 50g balances off-centre when a 20g mass is suspended at the 2cm mark. Determine the position of the pivot (3 marks)
- Calculate the temperature change for water at the bottom of a waterfall of height 45m. (2 marks)
- An air bubble increases in size as it rises through a liquid column and bursts on reaching the surface. Explain this observation. (3 marks)
- Calculate the maximum speed at which a car of mass 2000kg will safely negotiate a bend of radius 20m on track that is banked at 10°. (3 marks)
- A force of 40N acts on a body of mass 2.5kg for 0.20s, given that the body is initially at rest, calculate its final velocity. (2 marks)
- An alloy is made of 40% by mass copper and 60% by mass tin. Calculate the density of a sample of the alloy of mass 50g. (3 marks)
- Explain why passengers on a boat are discouraged from standing, (2 marks)
Section 2 (55 marks)
- A piece of ice of mass 400g in a well lagged copper calorimeter of mass 50g at a temperature of -10°C is heated using a heater rated 240V,500W until the water vaporizes completely
- The energy required to raise the temperature of ice to 0°C. (3 marks)
- The energy required to raise the temperature of the water to 100 °C. (3marks)
- The latent heat of vaporization (2 marks)
- The time taken to completely turn the ice into vapour. (3 marks)
- State one assumption made in the working above. (1 mark)
- The table below shows variation of velocity with time for a body.
Time, t, (s) 0.0 0.5 1.0 2.0 3.0 4.0 5.0 Velocity, v,(ms-1) 0.0 11.0 20.0 34.0 42.0 45.0 46.0 - Plot a velocity - time graph for the motion (5 marks)
- Determine, from the graph, the acceleration at time t = 1.0s and t = 4.0 (4 marks)
- Calculate the average acceleration of the body between the time interval in (II) above (2 marks)
- Plot a velocity - time graph for the motion (5 marks)
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- State Newton's third law of motion. (1 mark)
- differentiate between elastic and inelastic collisions. (2 marks)
- A bullet of mass 20g moving at 200ms hits and gets embedded in a wooden block of mass 1980g that is suspended freely on a light inextensible string at a height of 5m above the ground. If the string breaks on impact, calculate;
- The velocity of the block immediately after impact (3 marks)
- The time taken by the block to strike the ground (2 marks)
- The horizontal range of the block (2 marks)
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- State Archimedes' principle. (1 mark)
- The figure below shows a sphere of radius 3.5cm floating between water and glycerine, with 3/4% of its volume in the glycerine.
Calculate the density of the sphere (4 marks)
- A hydraulic brakes system has a master cylinder piston of area 30mm and slave cylinder piston of area 100mm?. The system is joined as shown in the figure below.
Given that a force of 60N is exerted on the pedal, calculate:- The force exerted on the brake fluid by the master cylinder piston. (3 marks)
- The force that is exerted on the wheel drum by the slave cylinder piston. (3 marks)
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- Define the following term angular displacement (1 mark)
- Explain why a body moving round a circular bend at constant speed is said to be accelerating. (1 mark)
- A body of mass 5kg is attached to a string of length 80cm and whirled in a vertical circle. Calculate:
- the speed at which the tension in the string is zero when the body is at the top of the circle (2 marks)
- The tension of the string at the bottom of the circle if the body maintains the speed in i above. (2 marks)
- A light truck of mass 3.5tons moves around a track of radius 700m and is banked at 15° to the horizontal. Given that the coefficient of friction between the wheels of the truck and the surface is 04, calculate:
- The frictional force (2 marks)
- The critical speed of the truck. (3 marks)
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