UNit 5: (b) Density and Pressure

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Last updated 8:08 AM on 8/23/26
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90 Terms

1
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What is density?

Density is the mass per unit volume of a substance.

2
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What is the formula for density?

ρ = m ÷ V

3
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What is the SI unit of density?

kg/m³

4
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What is the SI unit of mass?

kg

5
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What is the SI unit of volume?

6
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What is the relationship between density, mass and volume?

Density = mass ÷ volume.

7
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How do you calculate mass from density and volume?

mass = density × volume.

8
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How do you calculate volume from mass and density?

volume = mass ÷ density.

9
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What must mass be converted to when calculating density in SI units?

kg.

10
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What must volume be converted to when calculating density in SI units?

m³.

11
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What is 1 kg in grams?

1 kg = 1000 g.

12
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What is 1 m³ in cm³?

1 m³ = 1,000,000 cm³.

13
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What is 1 g/cm³ in kg/m³?

1 g/cm³ = 1000 kg/m³.

14
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What happens to density if mass increases while volume stays the same?

Density increases.

15
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What happens to density if volume increases while mass stays the same?

Density decreases.

16
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Why does steel sink in water?

Steel has a greater density than water.

17
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Why does wood float in water?

Wood has a lower density than water.

18
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A metal block has a mass of 2.4 kg and volume of 0.0003 m³. What is its density?

8000 kg/m³.

19
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What apparatus is used to measure the mass of a regular solid?

An electronic balance.

20
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What apparatus is used to measure the dimensions of a regular solid?

A ruler.

21
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How do you find the volume of a regular solid?

Volume = length × width × height.

22
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How do you investigate the density of a regular solid?

Measure its mass with a balance, measure its length, width and height with a ruler, calculate volume using V = l × w × h, then calculate density using ρ = m ÷ V.

23
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What apparatus can be used to measure the volume of an irregular solid?

A Eureka can and measuring cylinder.

24
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How do you measure the volume of an irregular solid using a Eureka can?

Fill the Eureka can until water just runs out, place the object into the can, collect the displaced water and measure its volume in a measuring cylinder.

25
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Why does the displaced water method give the volume of an irregular object?

The volume of water displaced is equal to the volume of the object.

26
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What should you measure before calculating the density of an irregular solid?

The object's mass and its displaced volume.

27
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What is pressure?

Pressure is the force acting per unit area.

28
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What is the formula for pressure?

p = F ÷ A

29
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What is the SI unit of pressure?

Pascal (Pa).

30
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What is the SI unit of force?

Newton (N).

31
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What is the SI unit of area?

m².

32
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What is 1 Pascal?

1 Pa is 1 N acting on an area of 1 m².

33
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What happens to pressure when force increases and area stays constant?

Pressure increases.

34
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What happens to pressure when area increases and force stays constant?

Pressure decreases.

35
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What is the relationship between pressure and area when force is constant?

Pressure is inversely proportional to area.

36
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If the area doubles while force stays constant, what happens to pressure?

Pressure halves.

37
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If the area triples while force stays constant, what happens to pressure?

Pressure becomes one third.

38
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If the area halves while force stays constant, what happens to pressure?

Pressure doubles.

39
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Why do high heels produce high pressure?

Their small contact area produces a high pressure for a given force.

40
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Why do snowshoes produce low pressure on snow?

Their large area spreads the force over a larger area, reducing pressure.

41
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Why does a sharp knife produce high pressure?

Its tiny contact area produces a high pressure.

42
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Why do bulldozer tracks reduce pressure?

They spread the weight over a larger area.

43
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A force of 800 N acts over an area of 2 m². What is the pressure?

400 Pa.

44
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In which directions does pressure at a point in a liquid or gas act?

Equally in all directions.

45
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Why does pressure in a liquid or gas act equally in all directions?

Particles move randomly and collide with surfaces from every direction, producing equal pressure.

46
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What pressure does a diver experience underwater?

Pressure acts upwards, downwards and sideways simultaneously.

47
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What is the formula for pressure difference in a liquid?

p = hρg

48
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What does p represent in p = hρg?

Pressure difference in Pa.

49
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What does h represent in p = hρg?

Depth or height in m.

50
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What does ρ represent in p = hρg?

Density in kg/m³.

51
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What does g represent in p = hρg?

Gravitational field strength in N/kg.

52
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What value of g should normally be used for IGCSE calculations?

9.8 N/kg, unless the question instructs you to use another value such as 10 N/kg.

53
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Why does liquid pressure increase with depth?

There is more liquid above you at greater depth, so its greater weight produces greater pressure.

54
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What happens to liquid pressure as depth increases?

Liquid pressure increases.

55
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What happens to liquid pressure as density increases?

Liquid pressure increases.

56
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What happens to liquid pressure as gravitational field strength increases?

Liquid pressure increases.

57
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What is the relationship between pressure difference and depth?

Pressure difference is directly proportional to depth.

58
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What is the relationship between pressure difference and liquid density?

Pressure difference is directly proportional to density.

59
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What is the relationship between pressure difference and gravitational field strength?

Pressure difference is directly proportional to gravitational field strength.

60
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A diver is 5 m below water. Water density is 1000 kg/m³ and g = 9.8 N/kg. What is the pressure difference?

49,000 Pa.

61
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What does directly proportional mean?

If one quantity doubles, the other also doubles, provided other factors remain constant.

62
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What does inversely proportional mean?

If one quantity doubles, the other halves, provided other factors remain constant.

63
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What quantity is density inversely proportional to when mass is constant?

Volume.

64
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What quantity is pressure inversely proportional to when force is constant?

Area.

65
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What quantity is liquid pressure directly proportional to?

Depth.

66
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What quantity must be used in the density equation: mass or weight?

Mass.

67
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What unit must mass have when using the density equation in SI units?

kg.

68
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What is a common density calculation trap involving volume?

Forgetting to convert cm³ into m³ before substituting into the equation.

69
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What area should be used in the pressure equation?

The contact area over which the force acts, not the total surface area of the object.

70
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What unit must depth be in when using p = hρg?

Metres.

71
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What does "pressure difference" mean in a liquid-pressure question?

The extra pressure due to the liquid only.

72
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What is a common ruler-reading error in a density practical?

Reading the ruler at an angle.

73
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How can ruler parallax error be reduced?

Read the ruler at eye level.

74
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What is a common water-displacement error in a density practical?

Water spills from the apparatus.

75
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How can water spilling be prevented?

Fill the Eureka can correctly and allow excess water to run out before collecting displaced water.

76
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What is a common error caused by bubbles on an irregular object?

Air bubbles increase the measured displaced volume.

77
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How can air-bubble error be reduced?

Remove air bubbles from the object before measuring.

78
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What is a common balance error in a density practical?

The balance is not zeroed before measuring.

79
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How can balance-zero error be reduced?

Tare or zero the balance first.

80
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What is the formula for pressure difference in words?

Pressure difference = depth × density × gravitational field strength.

81
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What is the formula for depth in words?

Depth = pressure difference ÷ (density × gravitational field strength).

82
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What is the formula for density in words using p = hρg?

Density = pressure difference ÷ (depth × gravitational field strength).

83
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What is the formula for gravitational field strength in words using p = hρg?

Gravitational field strength = pressure difference ÷ (depth × density).

84
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What is the SI unit of pressure difference?

Pa.

85
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What is the SI unit of depth?

m.

86
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What is the SI unit of density?

kg/m³.

87
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What is the SI unit of gravitational field strength?

N/kg.

88
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What are the key density quantities and units to remember?

Density = kg/m³, mass = kg, volume = m³.

89
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What are the key pressure quantities and units to remember?

Pressure = Pa, force = N, area = m².

90
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What are the key liquid-pressure relationships to remember?

Liquid pressure is directly proportional to depth and density, and pressure acts equally in all directions in a fluid at rest.