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Soalan esei spm kertas 2
SPM 
2005
Aerofoil // 
aerodynamic 
SPM 
2007
Higher velocity on the upper surface 
Lower pressure on the upper 
surface 
Lift force = Difference in pressure x 
Area of surface 
// difference in pressure produce lift 
force
In diagram 9.2 : less bending 
In diagram 9.3: more bending
In diagram 9.3 : further // longer landing 
distance 
In diagram 9.2: shorter (landing distance)
The higher the lift force, the further 
the landing distance 
lift force is directly proportional to 
landing distance
• Long jump // triple jump // glider 
• Relationship between the lift force and 
the landing distance is the higher the 
lift force the further the landing 
distance // directly proportional
Modification Reason 
1. Smooth //coat 
with wax // slippery 
2. Reduce friction 
/resistance //reduce 
drag 
3. Stream line // 
aerodynamic // 
torpedo // sharp 
end // bullet// 
diagram 
4. Reduce friction / 
resistance / drag
5. Low density 
material // strong 
material // carbon 
composite // fiber 
glass // tough 
material // wood 
6.Easy to float // not 
easy to break // 
slides faster // 
increase the speed // 
light // withstand 
high force of wave. 
7.Water proof // 
strong // nylon // 
tough // plastic // 
synthetic fiber // 
canvas // synthetic 
polymer 
8.to avoid the sail 
absorbs water // 
avoid sail become 
heavier // sail lighter 
// not easy to tear 
off// //small load
9.Wide // big // large 
//not too big 
10 trap more wind // 
bigger force // 
increase resistance 
towards air // 
withstand strong 
wind
SPM 
2009
Diagram 9.1 shows a boy and his father 
sitting on two identical beach balls, A 
and B, respectively. 
SPM 
2010 
Their weights are balanced by the 
buoyant force.
What is the meaning of weight? 
[1 mark] 
Force exerted on every object 
due to gravity
(i) Using Diagram 9.1, compare the 
weight of the boy and his father, the 
volume of the water displaced and the 
buoyant force acted on both of them. 
[3 marks] 
• The weight of the 
father is higher 
• The volume of water 
displaced by ball B is 
bigger. 
•The buoyant force 
acted on the father is 
bigger
State the relationship between the 
buoyant force and: 
The volume of water displaced 
As the volume of water displaced 
increases, the buoyant force increases 
The weight of water displaced 
Buoyant force = weight of water 
[2 marks] 
displaced 
Name the physics principle involved. 
Archimedes principle [1 mark]
(c) Diagram 9.2 shows what happens when a 
wooden block is held above the water surface 
and then released into the 
water. 
When the wooden block is released, it falls into 
the water and goes completely under the water 
surface. Then it moves upwards and floats on 
the water surface. 
Using the concept of buoyant force, explain why 
the wooden block moves upwards and then 
floats on the water surface. [3 marks]
1st : Buoyant increases when the 
volume of the immersed wooden 
block increases. 
2nd : buoyant force is larger than the 
weight when the wooden block is 
moving upwards. 
3rd : Buoyant force equals to weight 
of the wooden block when it is 
floating on the surface of water.
(d) The State Forestry Department is going 
to organize a raft competition. As a team 
leader, you are required to give some 
suggestions to design a raft which can 
accommodate 15 participants and be able 
to move quickly in water.
Using your knowledge of motion, 
forces and properties of materials, 
state and explain the suggestions, 
based on the following aspects: 
The shape of the raft [2 marks] 
The material used for the raft [2 marks] 
The size of the raft [2 marks] 
The design of the raft. [4 marks]
Modification Reason 
Streamline shape Reduce water 
resistance 
Low density material Can float easily 
Bigger size Can accommodate 
more participants 
A few layers of Displaced more 
water / higher 
buoyant force 
Attach plastic bottle, 
drum/ polisterene 
To increases 
buoyant force 
Attach sail / paddle/ 
fan / motor 
Increase speed
• Diagram 11.1 shows a hydraulic jack which is 
used to lift up a car. The working principle of 
the hydraulic jack is based on the Pascal's 
principle. 
11 
SPM 
2011
(a) (i) State the Pascal's principle. [1 mark] 
11 
Pressure transmitted same/uniformly/equally 
(ii) Explain how the hydraulic jack can be used to 
lift a car when force F1 is applied on the small 
piston with cross-section area Al. In your 
explanation, state the reason why force F2 is 
greater than force F1. [4 marks] 
M1 – force produce pressure / P=F/A 
M2 – pressure equally/equal / P1=P2 / 
M3 – pressure act on A2 / pressure produce force / F2 
= PA2 
M4 – A2 > A1 / A2 greater / ratio A2:A1 greater then 1 
M2 and M3 – pressure transmitted equally on A2
• Diagram 11.2 shows a hydraulic brake system 
in a car. 
11
• You are required to investigate the 
characteristics of a hydraulic brake system as 
shown in Table 11. 
11
11 
• Explain the suitability of each characteristic 
of the hydraulic brake system. Determine the 
most effective hydraulic brake to be used in a 
car brake system. Give reasons for your 
choice. [10 marks]
• M1 – incompressible 
• M2 – fluid can transfer / flow / pressure transmitted / 
obey Pascal Principle 
• M3 – high boiling point 
11 
• M4 – not change to vapour / not easy to 
evaporate/boil / dry out / vaporize / volume remain 
constant 
• M5 – high spring constant 
• M6 – can withstand force / return quickly 
• M7 – 1:5 / low ratio 
• M8 – larger force / stop faster / easy to stop / easy to 
slow down 
• M9 – L 
• M10 – because it is incompressible, has high boiling 
point, high spring constant and low ration (1:5)
11 
In a hydraulic brake system, the cross-section 
area of the pistons in the master cylinder and 
the front wheel are 2 cm2 and 6 cm2 
respectively. A force of 50 N is applied to the 
piston in the master cylinder. 
Calculate 
(i) the pressure transmitted throughout the 
brake fluid. [2 marks] 
(ii) the force exerted on the piston of the front 
wheel. [3 marks]
11
9 Two identical simple 
Diagram 9.1 shows 
the positions P and 
Q at different 
altitude. 
barometers are placed at 
both positions. The height 
of the mercury column in 
the barometers are shown 
in Diagram 9.2. 
SPM 
2012 
The density of air at P is 1.2 kgm-3 and the density of air at Q 
is 1.0 kgm-3
What is the meaning of density? [1 mark] 
Mass per volume 
Using Diagram 9.1 and Diagram 9.2, compare the 
altitudes of P and Q, the density of surrounding air 
and the height of mercury column in the simple 
barometer at positions P and Q. [3 marks] 
1. Altitude Q is higher 
2. Density of air at Q is lower 
3. Height of mercury column Q is lower 
9
State the relationship between the altitude and 
The density of the air 
The atmospheric pressure 
[2 marks] 
The higher the altitude, the lower the density 
of air 
The higher the altitude, the lower the 
atmospheric pressure 
9
Diagram 9.3 shows a dropper in a bottle. 
Using the knowledge of atmospheric pressure, 
explain how the liquid in the bottle can be 
sucked into the dropper tube. 
1. Press the dropper 
2. Air inside the dropper is forced 
out 
3. Pressure inside decrease / low 
4. Release the dropper 
5. Atmospheric pressure push the 
liquid // difference in pressure 
9
9 
Diagram 9.4 shows a vacuum cleaner. 
You are required to give some suggestions to 
design a vacuum cleaner which can clean the dust 
faster and effectively. Using the knowledge on 
atmospheric pressure, Bernoulli’s principle and 
properties of materials, explain your suggestion 
based on the following aspects: 
Material used for the body of vacuum cleaner. 
Material used for the hose 
The size of the fan 
The size of the floor nozzle 
The diameter of wand 
[10 marks]
Material Low density 
Strong / plastic 
Lighter 
Not easily break 
Material of the 
hose 
Flexible / elastic 
Strong 
Easy to adjust 
Does not tear 
Twist/ moveable 
Size of fan Bigger fan More air can be 
sucked / lower 
pressure inside 
Floor nozzle Wider floor 
nozzle 
More dust is 
sucked 
Diameter of the 
wand 
Small diameter Lower pressure / 
high velocity 
9
Diagram 11.1 shows the cross section of the wing of 
an aeroplane. 
Name the shape of the aeroplane’s wing. 
Aerofoil 
………………………………………………………..[1 mark] 
11
Explain how the aeroplane can lift up from the track 
when it moves at high speed during take off. 
[4 marks] 
11 SPM 
2013 
√1 Air faster (at) top 
√2 Small pressure (at) upper 
√3 difference in pressure // P2 – P1 / P1 – P2 
√4 Lift / force (idea of upward force) // F = PA // F // 
PA // label diagram 
√5 Bernoulli’s principle 
Max 4 marks
An aeroplane with mass of 3.6 x 105 kg and total surface area of 
460 m2 is at a constant height. The resultant force acting on the 
aeroplane at that moment is zero. 
(i) Calculate the weight of the aeroplane. [1 mark] 
3.6 x 106 N 
(ii) Determine the lifting force acting on the aeroplane. [1 mark] 
3.6 x 106 N 
(iii) Based on the answer in 11(b)(ii), calculate the pressure 
difference between the upper and lower surfaces of the wings of 
the aeroplane. [3 marks] 
√1 3.6 x 106 = P1A – P2A 
√2 Pressure difference = (3.6 x 106/460) // 
(3.528 x 106)/460 
√3 7826.09 Pa 
11
Diagram 11.2 shows four design of perfume 
sprays, P, Q, R and S with different specifications. 
You are required to determine the most suitable 
design of a perfume spray to produce a fine spray. 
Study the specifications of the four perfume 
sprays based on the following aspects: 
(i) Size of the squeeze bulb. 
(ii) Elasticity of the squeeze bulb. 
(iii) Shape of the mid tube 
(iv) Size of the nozzle. 
Explain the suitability of each aspect and then 
determine the most suitable design of a perfume 
spray. Give reason for your choice. 
[10 marks] 
11
11
√1 Big 
11 
√2 contain more air, produce greater pressure 
√3 Elastic 
√4 Less compression force required // easy to return to 
original shape 
√5 narrower at the middle of the tube 
√6 Air travel faster to create lower pressure 
√7 Small size 
√8 Liquid carried out from the nozzle in a tiny droplets 
// large coverage // increase coverage / area 
√9 Perfume spray R 
√10 Big size of squeeze-bulb, elastic squeeze-bulb, 
narrower shape of the tube at the middle and small size 
of nozzle

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SPM Paper 2 Esei: FORCE AND PRESSURE

  • 1. Soalan esei spm kertas 2
  • 3.
  • 4.
  • 5.
  • 6.
  • 7.
  • 8.
  • 10. Higher velocity on the upper surface Lower pressure on the upper surface Lift force = Difference in pressure x Area of surface // difference in pressure produce lift force
  • 11.
  • 12. In diagram 9.2 : less bending In diagram 9.3: more bending
  • 13. In diagram 9.3 : further // longer landing distance In diagram 9.2: shorter (landing distance)
  • 14. The higher the lift force, the further the landing distance lift force is directly proportional to landing distance
  • 15. • Long jump // triple jump // glider • Relationship between the lift force and the landing distance is the higher the lift force the further the landing distance // directly proportional
  • 16.
  • 17.
  • 18. Modification Reason 1. Smooth //coat with wax // slippery 2. Reduce friction /resistance //reduce drag 3. Stream line // aerodynamic // torpedo // sharp end // bullet// diagram 4. Reduce friction / resistance / drag
  • 19. 5. Low density material // strong material // carbon composite // fiber glass // tough material // wood 6.Easy to float // not easy to break // slides faster // increase the speed // light // withstand high force of wave. 7.Water proof // strong // nylon // tough // plastic // synthetic fiber // canvas // synthetic polymer 8.to avoid the sail absorbs water // avoid sail become heavier // sail lighter // not easy to tear off// //small load
  • 20. 9.Wide // big // large //not too big 10 trap more wind // bigger force // increase resistance towards air // withstand strong wind
  • 22.
  • 23.
  • 24. Diagram 9.1 shows a boy and his father sitting on two identical beach balls, A and B, respectively. SPM 2010 Their weights are balanced by the buoyant force.
  • 25. What is the meaning of weight? [1 mark] Force exerted on every object due to gravity
  • 26. (i) Using Diagram 9.1, compare the weight of the boy and his father, the volume of the water displaced and the buoyant force acted on both of them. [3 marks] • The weight of the father is higher • The volume of water displaced by ball B is bigger. •The buoyant force acted on the father is bigger
  • 27. State the relationship between the buoyant force and: The volume of water displaced As the volume of water displaced increases, the buoyant force increases The weight of water displaced Buoyant force = weight of water [2 marks] displaced Name the physics principle involved. Archimedes principle [1 mark]
  • 28. (c) Diagram 9.2 shows what happens when a wooden block is held above the water surface and then released into the water. When the wooden block is released, it falls into the water and goes completely under the water surface. Then it moves upwards and floats on the water surface. Using the concept of buoyant force, explain why the wooden block moves upwards and then floats on the water surface. [3 marks]
  • 29. 1st : Buoyant increases when the volume of the immersed wooden block increases. 2nd : buoyant force is larger than the weight when the wooden block is moving upwards. 3rd : Buoyant force equals to weight of the wooden block when it is floating on the surface of water.
  • 30. (d) The State Forestry Department is going to organize a raft competition. As a team leader, you are required to give some suggestions to design a raft which can accommodate 15 participants and be able to move quickly in water.
  • 31. Using your knowledge of motion, forces and properties of materials, state and explain the suggestions, based on the following aspects: The shape of the raft [2 marks] The material used for the raft [2 marks] The size of the raft [2 marks] The design of the raft. [4 marks]
  • 32. Modification Reason Streamline shape Reduce water resistance Low density material Can float easily Bigger size Can accommodate more participants A few layers of Displaced more water / higher buoyant force Attach plastic bottle, drum/ polisterene To increases buoyant force Attach sail / paddle/ fan / motor Increase speed
  • 33. • Diagram 11.1 shows a hydraulic jack which is used to lift up a car. The working principle of the hydraulic jack is based on the Pascal's principle. 11 SPM 2011
  • 34. (a) (i) State the Pascal's principle. [1 mark] 11 Pressure transmitted same/uniformly/equally (ii) Explain how the hydraulic jack can be used to lift a car when force F1 is applied on the small piston with cross-section area Al. In your explanation, state the reason why force F2 is greater than force F1. [4 marks] M1 – force produce pressure / P=F/A M2 – pressure equally/equal / P1=P2 / M3 – pressure act on A2 / pressure produce force / F2 = PA2 M4 – A2 > A1 / A2 greater / ratio A2:A1 greater then 1 M2 and M3 – pressure transmitted equally on A2
  • 35. • Diagram 11.2 shows a hydraulic brake system in a car. 11
  • 36. • You are required to investigate the characteristics of a hydraulic brake system as shown in Table 11. 11
  • 37. 11 • Explain the suitability of each characteristic of the hydraulic brake system. Determine the most effective hydraulic brake to be used in a car brake system. Give reasons for your choice. [10 marks]
  • 38. • M1 – incompressible • M2 – fluid can transfer / flow / pressure transmitted / obey Pascal Principle • M3 – high boiling point 11 • M4 – not change to vapour / not easy to evaporate/boil / dry out / vaporize / volume remain constant • M5 – high spring constant • M6 – can withstand force / return quickly • M7 – 1:5 / low ratio • M8 – larger force / stop faster / easy to stop / easy to slow down • M9 – L • M10 – because it is incompressible, has high boiling point, high spring constant and low ration (1:5)
  • 39. 11 In a hydraulic brake system, the cross-section area of the pistons in the master cylinder and the front wheel are 2 cm2 and 6 cm2 respectively. A force of 50 N is applied to the piston in the master cylinder. Calculate (i) the pressure transmitted throughout the brake fluid. [2 marks] (ii) the force exerted on the piston of the front wheel. [3 marks]
  • 40. 11
  • 41. 9 Two identical simple Diagram 9.1 shows the positions P and Q at different altitude. barometers are placed at both positions. The height of the mercury column in the barometers are shown in Diagram 9.2. SPM 2012 The density of air at P is 1.2 kgm-3 and the density of air at Q is 1.0 kgm-3
  • 42. What is the meaning of density? [1 mark] Mass per volume Using Diagram 9.1 and Diagram 9.2, compare the altitudes of P and Q, the density of surrounding air and the height of mercury column in the simple barometer at positions P and Q. [3 marks] 1. Altitude Q is higher 2. Density of air at Q is lower 3. Height of mercury column Q is lower 9
  • 43. State the relationship between the altitude and The density of the air The atmospheric pressure [2 marks] The higher the altitude, the lower the density of air The higher the altitude, the lower the atmospheric pressure 9
  • 44. Diagram 9.3 shows a dropper in a bottle. Using the knowledge of atmospheric pressure, explain how the liquid in the bottle can be sucked into the dropper tube. 1. Press the dropper 2. Air inside the dropper is forced out 3. Pressure inside decrease / low 4. Release the dropper 5. Atmospheric pressure push the liquid // difference in pressure 9
  • 45. 9 Diagram 9.4 shows a vacuum cleaner. You are required to give some suggestions to design a vacuum cleaner which can clean the dust faster and effectively. Using the knowledge on atmospheric pressure, Bernoulli’s principle and properties of materials, explain your suggestion based on the following aspects: Material used for the body of vacuum cleaner. Material used for the hose The size of the fan The size of the floor nozzle The diameter of wand [10 marks]
  • 46. Material Low density Strong / plastic Lighter Not easily break Material of the hose Flexible / elastic Strong Easy to adjust Does not tear Twist/ moveable Size of fan Bigger fan More air can be sucked / lower pressure inside Floor nozzle Wider floor nozzle More dust is sucked Diameter of the wand Small diameter Lower pressure / high velocity 9
  • 47. Diagram 11.1 shows the cross section of the wing of an aeroplane. Name the shape of the aeroplane’s wing. Aerofoil ………………………………………………………..[1 mark] 11
  • 48. Explain how the aeroplane can lift up from the track when it moves at high speed during take off. [4 marks] 11 SPM 2013 √1 Air faster (at) top √2 Small pressure (at) upper √3 difference in pressure // P2 – P1 / P1 – P2 √4 Lift / force (idea of upward force) // F = PA // F // PA // label diagram √5 Bernoulli’s principle Max 4 marks
  • 49. An aeroplane with mass of 3.6 x 105 kg and total surface area of 460 m2 is at a constant height. The resultant force acting on the aeroplane at that moment is zero. (i) Calculate the weight of the aeroplane. [1 mark] 3.6 x 106 N (ii) Determine the lifting force acting on the aeroplane. [1 mark] 3.6 x 106 N (iii) Based on the answer in 11(b)(ii), calculate the pressure difference between the upper and lower surfaces of the wings of the aeroplane. [3 marks] √1 3.6 x 106 = P1A – P2A √2 Pressure difference = (3.6 x 106/460) // (3.528 x 106)/460 √3 7826.09 Pa 11
  • 50. Diagram 11.2 shows four design of perfume sprays, P, Q, R and S with different specifications. You are required to determine the most suitable design of a perfume spray to produce a fine spray. Study the specifications of the four perfume sprays based on the following aspects: (i) Size of the squeeze bulb. (ii) Elasticity of the squeeze bulb. (iii) Shape of the mid tube (iv) Size of the nozzle. Explain the suitability of each aspect and then determine the most suitable design of a perfume spray. Give reason for your choice. [10 marks] 11
  • 51. 11
  • 52. √1 Big 11 √2 contain more air, produce greater pressure √3 Elastic √4 Less compression force required // easy to return to original shape √5 narrower at the middle of the tube √6 Air travel faster to create lower pressure √7 Small size √8 Liquid carried out from the nozzle in a tiny droplets // large coverage // increase coverage / area √9 Perfume spray R √10 Big size of squeeze-bulb, elastic squeeze-bulb, narrower shape of the tube at the middle and small size of nozzle