Do you know how to calculate acceleration in a velocity/time graph?
Acceleration, Distance/time and Velocity/time Graphs Quiz
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Question 1 of 12Question 1
How can we describe the motion of the object in this graph between 7 and 10 seconds?
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Question 2 of 12Question 2
Acceleration is an increase in the rate of what?
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Question 3 of 12Question 3
Which of the following is the equation for acceleration?
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Question 4 of 12Question 4
What is happening to the speed of the object in the graph between 0 and 7 seconds?
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Question 5 of 12Question 5
Calculate the overall distance travelled by the object in the graph.
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Question 6 of 12Question 6
A dog runs to the end of the park and back. Calculate the overall displacement of the dog.
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Question 7 of 12Question 7
Determine the speed of the object between 0 and 2 seconds.
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m/s
CorrectIncorrectanswer to 2 decimal places
calculate the gradient.
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Question 8 of 12Question 8
Calculate the acceleration of an object which has the following characteristics. Use the following equation v² − u² = 2 a x. Final velocity = 50m/s, Initial velocity 0m/s, Distance travelled = 350m
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Question 9 of 12Question 9
Calculate the distance travelled by the runner in the velocity/time graph.
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m
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Question 10 of 12Question 10
What is the rate of acceleration in freefall?
CorrectIncorrectuse 2 in place of ² or copy and paste ² into your answer for the units
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Question 11 of 12Question 11
What is the acceleration of an object that has an initial velocity of 10m/s and a final velocity of 50m/s. The object took 15s to accelerate to the final velocity.
CorrectIncorrectUse the following equation:
a = (v − u)
t
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Question 12 of 12Question 12
Calculate the acceleration of the object in the graph between 5 and 6 seconds.
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Distance/time and Velocity/time graphs
Explanations for how to calculate distance and acceleration are provided as feedback to the quiz.Â
Also, see our article on work done to learn more about acceleration and motion.Â
Our vectors and scalars quiz should also be taken alongside this quiz to understand motion and forces. Â
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