Lesson T2.1.2
T2.1.2 Distance-time graphs Quiz: KS3 Physics, Unit 2
20 questions
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Lesson T2.1.2, Distance-time graphs: 20 multiple choice questions for the KS3 Physics (National Curriculum), Unit 2: Motion and forces, written with Revision Ninja.
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The 20 questions
-
On a distance-time graph, what does the gradient (slope) of a straight line represent?
- Mass
- Speed
- Force
- Acceleration
-
What does a horizontal line on a distance-time graph show?
- The object is accelerating
- The object is stationary
- The object is moving at constant speed
- The object is moving backwards
-
A steeper gradient on a distance-time graph means:
- The object is stationary
- A lower speed
- A greater speed
- The object travels a shorter distance
-
Which axis shows distance on a distance-time graph?
- The vertical (y) axis
- Neither axis
- The horizontal (x) axis
- Both axes
-
A line on a distance-time graph slopes downward. What does this show?
- The object is returning towards its starting point
- The object is moving at constant speed away from the start
- The object has stopped
- The object is speeding up
-
A journey covers 60 km in a straight line on a distance-time graph taking 2 hours. What is the speed?
- 2 km/h
- 60 km/h
- 120 km/h
- 30 km/h
-
A car travels 40 km in 1 hour, stops for 30 minutes, then travels 40 km in 1 hour. What is its average speed over the 2.5 hours?
- 80 km/h
- 27 km/h
- 40 km/h
- 32 km/h
-
A horizontal section on a journey graph lasts 20 minutes. What happened?
- The object moved at 20 km/h
- The object accelerated for 20 minutes
- The object stopped for 20 minutes
- The object moved backwards for 20 minutes
-
Two lines start at zero on the same distance-time graph. One is steeper. Which is correct?
- Steepness shows the distance travelled
- The flatter line is the faster object
- Both objects are moving at the same speed
- The steeper line is the faster object
-
A distance-time graph line curves upward. What does this tell you?
- The speed is increasing
- The object is stationary
- The speed is constant
- The object is moving backwards
-
On a distance-time graph, the distance is 0 m at t = 0 s and 12 m at t = 4 s on a straight line. What is the speed?
- 0.33 m/s
- 8 m/s
- 48 m/s
- 3 m/s
-
Two cars' lines cross on a distance-time graph. What does the crossing point show?
- Both cars have the same mass, so they are at the same place at that time
- Both cars are at the same position at that moment
- Both cars have stopped, which is why their lines cross at the same point
- Both cars have crashed into each other at the point where the lines meet
-
What does the horizontal axis show on a distance-time graph?
- Distance
- Time
- Speed
- Acceleration
-
The distance-time graph of an object reaches 300 m at 10 s. What is its speed?
- 310 m/s
- 0.03 m/s
- 30 m/s
- 3000 m/s
-
A walk starts at 0 m and reaches 500 m after 400 s. What is the speed?
- 1.25 m/s
- 200 m/s
- 400 m/s
- 0.8 m/s
-
A journey has three parts: 0 to 2 min covering 120 m, 2 to 4 min stopped, and 4 to 6 min covering 240 m. What is the average speed over the 6 minutes?
- 3 m/s
- 1 m/s
- 0.5 m/s
- 2 m/s
-
A distance-time curve gets less steep over time. What is happening?
- The object is slowing down
- The object is accelerating in reverse
- The object is speeding up
- The object is stationary
-
Between t = 10 s and t = 20 s, the gradient of a distance-time line is 3 m/s. How far does the object move in that interval?
- 30 m
- 3 m
- 300 m
- 0.3 m
-
Two runners race. One reaches 100 m at 20 s and the other at 25 s. Which has the higher average speed?
- The runner who reached 100 m at 20 s
- They have the same average speed
- It cannot be found from these times
- The runner who reached 100 m at 25 s
-
A distance-time graph is a flat horizontal line from 5 s to 15 s. What is the speed in this interval?
- Zero
- 10 m/s
- 15 m/s
- 5 m/s
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