## Physics Paper 1 Questions and Answers - Moi Kabarak High School Mock 2020/2021

Instructions to Candidates

• This paper consists of two sections; A and B.
• Answer ALL the questions in the spaces provided.
• Mathematical tables and electronic calculator may be used.
• You may use the following constants where necessary;
• Candidates should answer the questions in English.

SECTION A (25 MARKS)

1. A pointer attached to a spring balance points to 21.5 cm on a scale when no weight is suspended from it. When a mass of 165g is hanged from it, it points 38.0 cm.
1. Determine its spring constant.    (2 marks)
2. What would be the extension if two similar springs A and B in (a) above are used as shown below. (1 mark)
2.
1. State Newton's second law of motion.     (1 mark)
2. A resultant force of 10N acts on a body of mass 0.4kg starting from rest. Find the distance travelled after 10 seconds.    (3 marks)
3. 2.5 kg of water at 20°C is heated in an electric kettle connected to 250V supply. If it took 20 minutes to boil at 100°C specific heat capacity of water is 4200JKg−1 k−1. Determine the power of the kettle element.     (3 marks)
4. Sketch a velocity - time graph on the axes provided for
1. an object thrown vertically upwards up to maximum height with initial velocity μ ms-1 and takes 5 seconds to reach maximum height.         ( 2 mks)
2. An object moving at constant acceleration from rest.         (1 mark)
3. A ball is thrown horizontally from the edge of a cliff at a velocity of 10ms−1 and hits the ground below after 10 seconds. Determine the height of the cliff.       (2 marks)
5. State one condition necessary for a body to be in equilibrium.   (1 mark)
6.
1. Define centripetal acceleration.        (1 mark)
2. An object of mass 0.4kg is moving in a horizontal circle of radius 24cm at a rate of 2 revolutions per second. Calculate its centripetal acceleration.   (2 marks)
7.
1. State Pascal's Principle of transmission of pressure in liquids. (1 mark)
2. The diagram below shows a mercury manometer with some dry gas trapped with the other limp open.

If the atmospheric pressure is 76cmHg and the density of mercury is 13600kgm-3. Determine the pressure of the trapped gas in cmHg         (2 mark)
8. A student used the measuring instrument below to measure the thickness of a cylindrical wire. If the wire is 10cm long, determine the volume of the wire.   (3 marks)
9. The figure below shows levels of water in two vertical tubes T1 and T2.

Explain why the level in T2 is lower than in tube T1   (2 marks)

SECTION B (45 MARKS)

1.
1. State the principle of moments.              (1 mark)
(b)
2. A uniform light rod AB 50cm long in equilibrium when forces 3N, 5N and X acts on it as shown in the figure below. Find the magnitude of the force X
3. The diagram below shows a suspended uniform beam of weight 4N in equilibrium under the action of the force shown. The weight of the magnet is 8N.

1. Name the pole X.             (1 mark)
2. Indicate on the diagram all the forces acting on the beam.         (2 marks)
3. Calculate the force exerted by the electromagnet.        (3 marks)
2. A barrel is rolled up a ramp of 6m long, The barrel weighs 400N and is raised through a height of 1.5m. If a force of 120N is applied parallel to the inclined plane, calculate.
1. The useful work done.     (2 marks)
2. The work input.        (2 marks)
3. The frictional force against motion of the barrel.            (2 marks)
4. Efficiency of the inclined plane.            (3 marks)
3.
1. What do you understand by the term absolute zero temperature. (1 mark)
2. Differentiate between ideal and real gases.  (1 mark)
3. The figure below shows a simple set up that may be used to verify Boyle's law.

Describe how the apparatus may be used to verify Boyle's law. (4 marks)
4. Oil of density 800kgm-3 rests on the surface of water. A cube block of side 50mm floats by a distance of 37.5mm in the fresh water as shown in the figure.

Determine.
1. the upthrust on the block due to water.   (2 marks)
2. the upthrust on the block due to oil.       (2 marks)
3. the weight of the block.      (2 marks)
4. the density of the cube block.   (2 marks)
5. The diagram below shows the main features of a domestic refrigerator. Study the diagram and answer the questions that follow.

State the role of;
1. The compressor pump.   (1 mark)
2. The metal tins.   (1 mark)
3. The volatile liquid.  (1 mark)
4. Explain why the freezing compartment is located at the top of the refrigerator.   (2 marks)
6. An electric heater 1000W is used to heat 0.2kg of ice. Initially at -10°C to until all the mass changes to steam at 100°C.
Specific heat capacity of ice = 2.1 x 103 JKg-1K-1
Latent heat of fusion of ice = 3.34 x 105 JKg-1
Specific heat capacity of water = 4.2 x 103JKg-1K-1
Latent heat of vaporization of steam = 2.26 X 106Kg-1
Calculate:
1. The amount of heat required to raise the temperature of ice from -10°C to ice at 0°C.     (2 marks)
2. The amount of heat required to convert ice into water at 0°C.      (2 marks)
3. The amount of heat required to raise the temperature of water at 0°C to water at 100°C.     (2 marks)
4. The amount of heat required to change water to steam at 100°C.            (2 marks)
5. The minimum time required in minutes for activity in (i) to (iv) to take place    (2 marks)
7.
1. What is a machine?    (1 mark)
2. The figure below shows a pulley system.

1. State the velocity ratio of the pulley system,  (1 mark)
2. Explain what happens to the mechanical advantage of the machine as the load is increased gradually:
(1 mark)
3. If an effort of 150N is used to raise a load of 450N using the pulley system in (b) above. Determine its
2. The efficiency of the pulley.     (2 marks)

## Marking Scheme

1. A pointer attached to a spring balance points to 21.5 cm on a scale when no weight is suspended from it. When a mass of 165g is hanged from it, it points 38.0 cm.
1. Determine its spring constant.    (2 marks)
e=38.0−21.5=16.5m=0.165m
k= 1.65N      =10Nm−1
0.165m
2. What would be the extension if two similar springs A and B in (a) above are used as shown below. (1 mark)

K2= 10×10  5N/M
10+10

∴et= =1.65N
KT    5N/M
=0.33m
OR
e=2×0.165m
=0.33m
2.
1. State Newton's second law of motion.     (1 mark)
• The acceleration of a body is directly proportional to the force applied and inversely proportional to the mass of the body .
2. A resultant force of 10N acts on a body of mass 0.4kg starting from rest. Find the distance travelled after 10 seconds.    (3 marks)
a=F 10m    =25ms−2
M    0.4kg
s=½at2
=½×25×10×10
=1250m
3. 2.5 kg of water at 20°C is heated in an electric kettle connected to 250V supply. If it took 20 minutes to boil at 100°C specific heat capacity of water is 4200JKg−1 k−1. Determine the power of the kettle element.     (3 marks)
Heat gained by water=Mcθ
=2.5kg × 4200JKg−1 k−1×80K
=840,000J
P =840000 =700W
20×60
4. Sketch a velocity - time graph on the axes provided for
1. an object thrown vertically upwards up to maximum height with initial velocity μ ms-1 and takes 5 seconds to reach maximum height.         ( 2 mks)
2. An object moving at constant acceleration from rest.         (1 mark)
3. A ball is thrown horizontally from the edge of a cliff at a velocity of 10ms−1 and hits the ground below after 10 seconds. Determine the height of the cliff.       (2 marks)
h=½gt2
=½×10ms−2×10×10
=500m
5. State one condition necessary for a body to be in equilibrium.   (1 mark)
• Sum clockwise moment=sum of anticlockwise moment
• Sum of upwad forces=sum of downward forces
• Resultant force is zero
6.
1. Define centripetal acceleration.        (1 mark)
• Acceleration produced by centripetal force and always directed to the centre of the circle of rotation
2. An object of mass 0.4kg is moving in a horizontal circle of radius 24cm at a rate of 2 revolutions per second. Calculate its centripetal acceleration.   (2 marks)
w=2πr
=2×3.142×2HΖ
=12.568
G=w2r
=12.568×12.586×0.24m
=37.91ms−2

7.
1. State Pascal's Principle of transmission of pressure in liquids. (1 mark)
• Pressure exerted at one part of an enclosed liquid is equally transmitted to all parts.
2. The diagram below shows a mercury manometer with some dry gas trapped with the other limp open.

If the atmospheric pressure is 76cmHg and the density of mercury is 13600kgm-3. Determine the pressure of the trapped gas in cmHg         (1 mark)
76cmHg−6cmHg
=70cmHg
8. A student used the measuring instrument below to measure the thickness of a cylindrical wire. If the wire is 10cm long, determine the volume of the wire.   (3 marks)

D=4.95mm
r=2.475mm
=0.2475cm
v=πr2L
=3.142 × 0.24752 × 10
=1.925cm3
9. The figure below shows levels of water in two vertical tubes T1 and T2.

Explain why the level in T2 is lower than in tube T1   (2 marks)
• Velocity increases causing a corresponding decrease in pressure making pressure at T2 less than at T1

SECTION B (45 MARKS)

1.
1. State the principle of moments.              (1 mark)
• For a system in equilibrium the sum of the clockwise moments is equal to the sum of anticlockwise moment about the same point.
2. A uniform light rod AB 50cm long in equilibrium when forces 3N, 5N and X acts on it as shown in the figure below.

(x × 0.1m) = (5.1 × 0.05m) +3N ×0.23
0.1x=0.25NM + 0.75NM
0.1x=1.0NM
x=10N
3. The diagram below shows a suspended uniform beam of weight 4N in equilibrium under the action of the force shown. The weight of the magnet is 8N.

1. Name the pole X.      South       (1 mark)
2. Indicate on the diagram all the forces acting on the beam.         (2 marks)
• Weight 4N, electromagnet/magnetic force and weight of magnet
3. Calculate the force exerted by the electromagnet.        (3 marks)
(4N×0.3m) + (x × 0.2m) =8N×0.2
1.2Nm+0.2xm=1.6Nm
0.2xm=0.4Nm
x=2N
2. A barrel is rolled up a ramp of 6m long, The barrel weighs 400N and is raised through a height of 1.5m. If a force of 120N is applied parallel to the inclined plane, calculate.
1. The useful work done.     (2 marks)
P.e=mgh=400N × 1.5m
=600J
2. The work input.        (2 marks)
F × d=120N × 6m
=720J
3. The frictional force against motion of the barrel.            (2 marks)
Work against friction=w−work
wFr =(720−600)J
= 120N =20N
6m
4. Efficiency of the inclined plane.            (3 marks)
Work output ×100 =  600/720 ×100
Work put
=83.33%
3.
• What do you understand by the term absolute zero temperature. (1 mark)
• Lowest temperature possible measured on kelvin scale
• Temperature when the pressure is zero
• Temperature when volume or K.E is zero
• Differentiate between ideal and real gases.  (1 mark)
 Ideal gases Real gases -Obey gas laws completely -Remain gases to Ok -Don't obey gas laws-Liquify before OK
• The figure below shows a simple set up that may be used to verify Boyle's law.

Describe how the apparatus may be used to verify Boyle's law. (4 marks)
• Set up apparatus as shown.
• Pumpthe air until a measurable layer of oil is reached
• Allow the trapped air to adjust to room temperature and record pressure and height a (volumer). Repeat for other values of pressure nad weight in (volumer)
• A graph 1/volume of in a straight line through(90) i.e pressure × 1/volume
4. Oil of density 800kgm-3 rests on the surface of water. A cube block of side 50mm floats by a distance of 37.5mm in the fresh water as shown in the figure.

Determine.
1. the upthrust on the block due to water.   (2 marks)
Uw=v × P × g =0.052 ×0.0375×1000kg−3× 10NKg−1
=9.375 × 10−1N =0.9375N
2. the upthrust on the block due to oil.       (2 marks)
Uoil v × P × g = 0.052 × 0.0125 × 800kg × 10NKg−1
= 2.5 × 10−1N =0.52N
3. the weight of the block.      (2 marks)
w=(99.375 +2.5) × 10−1
=1.188N
4. the density of the cube block.   (2 marks)
eblock  mass     =  0.11875kg
volume            0.053
=950Kgm−3
5. The diagram below shows the main features of a domestic refrigerator. Study the diagram and answer the questions that follow.

State the role of;
1. The compressor pump.   (1 mark)
• Compresses and condenses vapour from evaporating liquid.
2. The metal tins.   (1 mark)
• Conduct latent heat from the condensing vapour away
3. The volatile liquid.  (1 mark)
• Evaporate and take away latent heat from the pipes and surrounding air causing cooling
4. Explain why the freezing compartment is located at the top of the refrigerator.   (2 marks)
• To allow a cold conventional air current from top to bottom cooling the inside of the refrigerator
6. An electric heater 1000W is used to heat 0.2kg of ice. Initially at -10°C to until all the mass changes to steam at 100°C.
Specific heat capacity of ice = 2.1 x 103JKg-1K-1
Latent heat of fusion of ice = 3.34 x 105JKg-1
Specific heat capacity of water = 4.2 x 103JKg-1K-1
Latent heat of vaporization of steam = 2.26 X 106Kg-1
Calculate:
1. The amount of heat required to raise the temperature of ice from -10°C to ice at 0°C.     (2 marks)
=Mice x Cice x θ
=0.2kg x 2.1 x 103 JKg-1K-1 x 10K
=4.2 x 103J
=4200J
2. The amount of heat required to convert ice into water at 0°C.      (2 marks)
=MwLf
=0.2Kg x 3.34 x 105JKg-1
=6.68 x 104
=66,800J
3. The amount of heat required to raise the temperature of water at 0°C to water at 100°C.     (2 marks)
=MwC10 x θ
=0.2 x 4.2 x 105JKg-1K-1 100K
=8.4 x 104J
=84,000J
4. The amount of heat required to change water to steam at 100°C.            (2 marks)
=MLv
=0.2Kg x 2.26 x 106JKg-1K-1
=4.52 x 105
=452,000J
5. The minimum time required in minutes for activity in (i) to (iv) to take place    (2 marks)
Total heat=4.2 x 105J +6.68 x 104J + 8.4 x 10J +4.52 x 105J
= 6.07x 105J
t=Total heat = 6.07x 105J = 607s
Power           1000w
In minutes =10 minutes 7seconds
=10.117 minutes
7.
1. What is a machine?    (1 mark)
• A device that enables work to be done more easily or conveniently
2. The figure below shows a pulley system.

1. State the velocity ratio of the pulley system,  (1 mark)
• 3
2. Explain what happens to the mechanical advantage of the machine as the load is increased gradually:
(1 mark)
• Mechanical advantage increases with the load and becomes constant and maximum load the machine can support.
3. If an effort of 150N is used to raise a load of 450N using the pulley system in (b) above. Determine its
M.A = L  = 950N = 3
E      150N
2. The efficiency of the pulley.     (2 marks)
Efficiency =M.A × 100
V.R
=3/3 × 100
=100

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