Physics - paper 2

0.0(0)
Studied by 0 people
call kaiCall Kai
learnLearn
examPractice Test
spaced repetitionSpaced Repetition
heart puzzleMatch
flashcardsFlashcards
GameKnowt Play
Card Sorting

1/615

encourage image

There's no tags or description

Looks like no tags are added yet.

Last updated 3:44 PM on 6/12/26
Name
Mastery
Learn
Test
Matching
Spaced
Call with Kai

No analytics yet

Send a link to your students to track their progress

616 Terms

1
New cards

What are scalar quantities?

quantities with only magnitude, no direction

2
New cards

Examples of scalar quantities

Speed

Distance

Mass

Temperature

Time

3
New cards

What are vector quantities?

quantities which have a direction and magnitude

4
New cards

Examples of vector quantities

force, velocity, displacement, acceleration, momentum.

5
New cards

What is a force?

a push or pull on an object

6
New cards

Are forces scalars or vectors?

vectors

7
New cards

What is a contact force?

When two objects have to be touching for a force to act

8
New cards

Examples of contact forces

- friction

- air resistance (drag)

- tension

- normal contact force

9
New cards

What is friction?

a contact force that opposes the motion of objects, acting in the opposite direction to movement or intended movement

10
New cards

How does friction work?

from surface imperfections colliding, converting kinetic energy into heat. it pushes in the opposite direction

11
New cards

What is air resistance?

the force that opposes the motion of objects through air

12
New cards

How does air resistance work?

it is a type of friction caused by air molecules colliding with a moving object, acting in the opposite direction of motion to slow it down

13
New cards

What is tension?

The force within a stretched object such as a cable or rope.

14
New cards

What is normal contact force?

The upward reaction force exerted by a surface on an object resting on it, acting perpendicular to the contact boundary.

15
New cards

What are non-contact forces?

forces that can affect an object without touching it

16
New cards

Examples of non-contact forces

- weight

- gravitational forces

- electrostatic forces

- magnetic forces

17
New cards

What do forces do?

Forces can cause objects to:

- Accelerate

- Decelerate

- Change shape

- Change direction

18
New cards

What is weight?

A measure of the force of gravity on an object

19
New cards

What is gravity?

a force of attraction between objects due to their masses

20
New cards

What is a resultant force?

The overall force acting on an object

When multiple forces act on an object, the resultant force is the single force that has the same effect as all the individual forces combined.

21
New cards

How can you find the resultant force?

- Adding forces that act in the same direction.

- Subtracting forces that act in opposite directions.

- Pythagoras for forces that act at right angles

22
New cards

What is Newton's first law?

An object will remain at rest or at aconstant velocity unless acted upon by a resultant force

In other words

When forces are balanced, an object at rest stays still, or a moving object keeps moving at the same speed and direction

23
New cards

What is work done?

Energy is transferred when a force moves an object.

24
New cards

What happens when there is a resultant force on an object?

The object's motion will change

25
New cards

What do free-body force diagrams show?

all the forces acting on a body

26
New cards

What is Newton's second law?

The acceleration of an object is directly proportional to the resultant force acting on it. and it is inversely proportional to the mass

In other words

if you apply a bigger force, the object accelerates more; if the object is heavier, it accelerates less

27
New cards

Newton's second law formula?

Force = mass x acceleration

28
New cards

What is Newton's third law?

For every action there is an equal and opposite reaction

29
New cards

Example of Newton's Third Law

If you push on a wall, it will push back on you with an equal and opposite force

30
New cards

What does Newton's third law mean?

if you exert a force on an object, it exerts an equal and opposite force back

forces are always:

- equal in size

- act on separate objects

- simultaniuos

- the same type (two frictional forces)

31
New cards

What is inertia?

The tendency of an object to resist a change in motion

That means

- An object at rest stays at rest unless something forces it to move

- an object moving at a constant speed keeps moving at a constant speed in the same direction unless somthing changes it

32
New cards

How does inertia link to mass?

The more mass an object has, the more inertia it has. This means heavier objects are harder to start or stop moving

33
New cards

How can you find the resultant scalar forces?

by adding them together, as they have no direction

34
New cards

How can you find the resultant vector forces?

If they are at right angles to each other, you can use Pythagoras' theorem

35
New cards

Formula for inertial mass

inertial mass = force/acceleration

36
New cards

What is inertial mass?

A measure of how difficult it is to change the velocity of an object

37
New cards

What happens when force arrows form a loop?

The forces are balanced and there is no resultant force

38
New cards

How to draw a scale force diagram?

1. decide on a scale, e.g., 1cm = 10N

2. Use grid paper to draw the vectors top to tail and to scale

3. Draw the resultant vector and mesure it's length, or use Pythagoras if it is a right angle

4. use the scale to convert it into newtons

<p>1. decide on a scale, e.g., 1cm = 10N</p><p>2. Use grid paper to draw the vectors top to tail and to scale</p><p>3. Draw the resultant vector and mesure it's length, or use Pythagoras if it is a right angle</p><p>4. use the scale to convert it into newtons</p>
39
New cards

How do you find parallelogram of forces?

1. decide on a scale, e.g., 1cm = 10N

2. Draw two forces starting from the same point as arrows to scale (e.g, one force 5N at 0°, another force 5N at 60°

3. Copy the forces to form a parallelogram

4. Draw the straight line from the common start point to the opposite corner. This is the resultant

5. Measure the resultant and convert it back into newtons

<p>1. decide on a scale, e.g., 1cm = 10N</p><p>2. Draw two forces starting from the same point as arrows to scale (e.g, one force 5N at 0°, another force 5N at 60°</p><p>3. Copy the forces to form a parallelogram</p><p>4. Draw the straight line from the common start point to the opposite corner. This is the resultant</p><p>5. Measure the resultant and convert it back into newtons</p>
40
New cards

What are resolving forces?

a single force can always be resolved (split) into two component forces at right angles to each other.

41
New cards

How to find resolving forces?

1. Draw the force as a vector at an angle to the horizontal

2. Choose your directions, which are usually horizontal (x) and vertical (y)

3. For right-angled triangles:

- Horizontal component = Fx = Fcos(angle)

- Vertical component = Fy = Fsin(angle)

where F is the force in newtons

42
New cards

What happens when there is a resultant force?

The object will accelerate in the direction of the resultant force

43
New cards

What is equilibrium?

a state in which opposing forces are balanced.

44
New cards

What are the conditions for equilibrium?

- no resultant force

- no resultant movement (total clockwise movement = total anticlockwise movement)

45
New cards

What is static equilibrium?

when an object is at rest

46
New cards

What is dynamic equilibrium?

When an object moves at a constant velocity

47
New cards

What is a moment?

The turning effect of a force

48
New cards

Example of moments

think about a door:

- if you push near the hinge, it's hard to open

- if you push from the handle (far from the hinge), it's much easier

- this is because the moment depends on both the force and the distance from the pivot

49
New cards

Formula for moment

moment = force x perpendicular distance

50
New cards

What happens to a balanced object?

Total clockwise movement = Total anticlockwise movement

51
New cards

What is a lever?

- a rigid bar that is free to pivot, or rotate, on a fixed point

- it makes it easier to apply a force

52
New cards

How do levers work?

it increases the distance from the pivot, which increases the moment, makinng the object easier to lift or move and reduces the effort needed

53
New cards

What is the pivot?

A point around which something can rotate or turn.

54
New cards

What is the effort?

force applied to a lever

55
New cards

What is the fulcrum?

the pivot point of a lever

56
New cards

What is the load?

amount of weight lifted

57
New cards

What is the line of action?

The line along which a force acts.

58
New cards

What are force multipliers?

a device that lets you use a small input force to create a larger output force

59
New cards

How do force multipliers work?

because the input of a force is applied further from the pivot than the load. by increasing the distance, the moment increases

60
New cards

Examples of force multipliers

- spanner or wrench - the long handle makes it easier to loosen tight bulbs

- car jack - small force over a long distance lifts a heavy car

- Wheelbarrow - your hands are far from the pivot (the wheel), so your small efforts lifts a heavy load

61
New cards

What are distance multipliers?

devices that make the output force move further than the input force

62
New cards

How do distance multipliers work?

The input force is applied closer to the pivot, so the effort moves a smaller distance, but the load moves a larger distance

63
New cards

Examples of distance multipliers

- scissors - your fingers move a small distance, but the tips of the blades move a much larger distance

- tongs or tweezers -small movement of your hands, bing movements at the tip

- gears

64
New cards

What are gears?

-toothed wheels that are used to transfer moments from one place to another

65
New cards

How do gears work?

- one gear turns, its teeth push on the teeth of another gear, making it turn in the opposite direction

- The size of the gear affects how it turns

66
New cards

What is low gear?

- A smaller input gear turns a larger output gear

- the smaller gear makes the larger gear turn slower but with more force (bigger moment)

67
New cards

What is high gear?

When a large input gear turns a smaller output gear. This leads to a high speed and a low turning effect.

68
New cards

What are gears used for?

to change the speed, direction or turning force

69
New cards

Examples of gears

in a bike, the small gear on the pedals turns the large gears on the wheels, which creates more force, making it easier to cycle uphill

70
New cards

What is the centre of mass?

The single point through which an object's entire weight appears to act and where its mass is considered concentrated

71
New cards

Where is the centre of mass in a symmetrical object?

at the point of symmetry

72
New cards

Where is the centre of mass in irregular objects?

at the balance point

73
New cards

What is suspended equilibrium?

When an object is freely suspended, it comes to rest with its centre of mass directly underneath the point of suspension

74
New cards

What is the parallelogram of forces?

A scale diagram of two forces, which can be used to find their resultant

75
New cards

What are the resolving forces acting on an object on a slope?

- the normal component perpendicular to the slope, pressing the object into the slope

Formula: W₁ = mass x gravity cos(angle)

- the downslope component parallel to the slope, pulling the object down the slope

Formula: W₂ = mass x gravity sin(angle)

<p>- the normal component perpendicular to the slope, pressing the object into the slope</p><p>Formula: W₁ = mass x gravity cos(angle)</p><p>- the downslope component parallel to the slope, pulling the object down the slope</p><p>Formula: W₂ = mass x gravity sin(angle)</p>
76
New cards

Example of resolving forces on a slope?

A 10kg box on a slope of 30 degrees

- weight = 10 x 9.8 = 98N

- parallel force = 98 sin(30) = 49N (down the slope

- perpendicular force = 98 cos(30) = 84.9N (into the slope)

- resultant = 49N - friction

77
New cards

Why would an object be stationary on a slope?

because the forces acting on it are in equilibrium, meaning the net force is zero. While gravity pulls the object down the slope, other forces—specifically static friction and the normal force—counteract this motion.

Reddit +3

78
New cards

What is velocity?

Speed in a given direction

79
New cards

What is displacement?

the change in position of an object

80
New cards

What is constant velocity?

Constant speed and constant direction

81
New cards

Formula for speed

speed = distance/time

82
New cards

Formula for velocity

velocity = displacement/time

83
New cards

What is acceleration?

rate of change of velocity

84
New cards

formula for acceleration

Acceleration = change in velocity/time

or

final velocity-initial velocity/time

or

(final velocity)² - (initial velocity)² = 2 x accelaration x distance

85
New cards

Is acceleration scalar or vector?

vector

86
New cards

What is uniform acceleration?

constant acceleration

87
New cards

What does negative acceleration mean?

The object is slowing down/decelerating

88
New cards

What is the unit for acceleration?

m/s²

89
New cards

What is the unit for velocity?

m/s

90
New cards

What are distance-time graphs?

Time graphs that show how the distance travelled by an object changes over time

- The x-axis represents time

- The y-axis represents the distance from the starting point

<p>Time graphs that show how the distance travelled by an object changes over time</p><p>- The x-axis represents time</p><p>- The y-axis represents the distance from the starting point</p>
91
New cards

What does a straight line sloping upwards mean on a distance-time graph?

The object is moving at a constant speed (distance increases evenly with time)

<p>The object is moving at a constant speed (distance increases evenly with time)</p>
92
New cards

What does a steeper slope mean on a distance-time graph?

The object is moving faster (covering more distance in the same time)

93
New cards

What does a flat horizontal line mean on a distance-time graph?

The object is stationary

94
New cards

What does a curved line getting steeper mean on a distance-time graph?

The object is accelerating

<p>The object is accelerating</p>
95
New cards

What does a curved line getting flatter mean on a distance-time graph?

The object is getting slower

96
New cards

What does the gradient of a distance-time graph represent?

speed

97
New cards

Formula of a distance-time graph

speed = change in distance/change in time

98
New cards

What is a velocity-time graph?

A graph that can be used to plot the velocity of an object versus time.

- the x-axis represents time

- the y-axis represents velocity

<p>A graph that can be used to plot the velocity of an object versus time.</p><p>- the x-axis represents time</p><p>- the y-axis represents velocity</p>
99
New cards

What does a flat horizontal line mean on a velocity-time graph?

constant velocsity

100
New cards

Not studied (99)

You haven't studied these terms yet.