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Understanding Motion Graphs

Total questions: 15

Worksheet time: 8mins

Name
Class
Date
1.

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

a)

The gradient represents time.

b)

The gradient represents distance.

c)

The gradient represents acceleration.

d)

The gradient represents velocity.

2.

Calculate the gradient of a position-time graph with points (2, 4) and (5, 10).

a)

1

b)

4

c)

3

d)

2

3.

If a position-time graph is a straight line, what can you say about the object's motion?

a)

The object is accelerating.

b)

The object is at rest.

c)

The object is moving at a constant speed.

d)

The object is moving in a circular path.

4.

What does the area under a velocity-time graph represent?

a)

Displacement of the object.

b)

Average speed of the object.

c)

Acceleration of the object.

d)

Total distance traveled by the object.

5.

Calculate the area under a velocity-time graph that is a rectangle with a height of 5 m/s and a width of 4 s.

a)

15 m

b)

25 m

c)

10 m

d)

20 m

6.

If the velocity-time graph shows a constant velocity, what does the graph look like?

a)

A diagonal line sloping downwards.

b)

A diagonal line sloping upwards.

c)

A wavy line fluctuating up and down.

d)

A horizontal line.

7.

How do you find the gradient of a velocity-time graph?

a)

The gradient of a velocity-time graph shows distance traveled.

b)

The gradient of a velocity-time graph represents acceleration.

c)

The gradient of a velocity-time graph indicates speed.

d)

The gradient of a velocity-time graph represents time.

8.

What does a negative gradient on a velocity-time graph indicate about the object's motion?

a)

The object is reversing direction.

b)

The object is decelerating.

c)

The object is accelerating.

d)

The object is moving at a constant speed.

9.

Explain the relationship between position-time, velocity-time, and acceleration-time graphs.

a)

Position-time graphs show distance, velocity-time graphs show speed, and acceleration-time graphs show momentum.

b)

Position-time graphs show velocity, acceleration-time graphs show position, and velocity-time graphs show acceleration.

c)

Position-time graphs show position, velocity-time graphs show velocity (slope of position-time), and acceleration-time graphs show acceleration (slope of velocity-time).

d)

Position-time graphs show acceleration, velocity-time graphs show position, and acceleration-time graphs show velocity.

10.

If the velocity-time graph shows a curve, what does this indicate about the acceleration?

a)

The acceleration is changing.

b)

The acceleration is constant.

c)

The velocity is decreasing.

d)

The object is at rest.

11.

What is the significance of the area under an acceleration-time graph?

a)

The area under an acceleration-time graph represents the total distance traveled.

b)

The area under an acceleration-time graph indicates the force applied.

c)

The area under an acceleration-time graph signifies the change in velocity.

d)

The area under an acceleration-time graph shows the rate of acceleration change.

12.

How can you determine the total distance traveled from a velocity-time graph?

a)

Calculate the area under the velocity-time graph.

b)

Add the velocity values at each time interval.

c)

Count the number of sections in the graph.

d)

Measure the slope of the graph.

13.

If a position-time graph is curved, what does this imply about the object's speed?

a)

The object's speed is zero.

b)

The object's speed is changing.

c)

The object's speed is increasing uniformly.

d)

The object's speed is constant.

14.

What does a horizontal line on an acceleration-time graph indicate?

a)

Variable acceleration

b)

Decreasing acceleration

c)

Constant acceleration or zero acceleration.

d)

Increasing acceleration

15.

How can you interpret a velocity-time graph that crosses the time axis?

a)

The crossing indicates a constant speed.

b)

The crossing shows an increase in speed.

c)

The crossing means the object is at rest.

d)

The crossing indicates a change in direction of motion.