Lesson Suvat equations lessonWorksheet Suvat equations worksheetLab Suvat equations labTest Suvat equations testQuiz Suvat equations quizQuick answer: The suvat equations connect displacement, initial velocity, final velocity, acceleration and time for motion in a straight line with constant acceleration. This Physics 11-12 test on suvat equations has 8 questions worth 20 marks, to do in 40 minutes: choosing equations, cyclist and canyon drop. The mark scheme is on a separate page; free printable PDF.
The tests book with mark schemes · Physics grades 11-12
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See the book This test covers the equations of motion, free fall and velocity-time graphs. Use a calculator, show your working and give units with every final answer. Take g = 9.81 m/s² and ignore air resistance. The test is worth 20 marks.
Level: Physics grades 11-12 (A Level · IB · Class 11-12) · Curriculum: A Level 3.4, IB A.1
Time: 40 minutes · 8 questions · Total: 20 marks · Calculator allowed
Question 1 Choosing equations (2 marks) State the suvat equation that does not contain the displacement s. (1 mark) State the suvat equation that does not contain the acceleration a. (1 mark) Question 2 Cyclist (3 marks) A cyclist moving at 2.0 m/s accelerates uniformly at 0.80 m/s² for 10 s.
Calculate her final velocity. (1 mark) Calculate the distance she travels in the 10 s. (2 marks) Question 3 Canyon drop (3 marks) A stone is dropped into a canyon and hits the bottom 80 m below. Ignore air resistance.
Calculate the time of fall. (2 marks) Calculate the speed on impact. (1 mark) Question 4 Bus braking (3 marks) Use the graph. A school bus slows down uniformly.
Calculate the acceleration. (1 mark) Calculate the distance the bus travels while slowing down. (2 marks) Velocity-time graph of a school bus that slows uniformly from 15 metres per second to rest in 5 seconds 1 2 3 4 5 6 7 0 5 10 15 20 time t (s) velocity v (m/s) Velocity-time graph of the bus. Question 5 Thrown ball (3 marks) Mei throws a ball vertically upwards at 12 m/s.
Calculate the maximum height above the release point. (2 marks) Calculate the time for the ball to return to the release point. (1 mark)
Question 6 Top of the flight (2 marks) A ball is at the top of its flight. State its velocity and its acceleration at that instant and explain why the ball does not stay there. (2 marks)
Question 7 Limits of the equations (2 marks) Explain why the suvat equations cannot be used for a parachutist during the whole of a jump. (2 marks)
Question 8 Van overtaking (2 marks) A van speeds up from 5.0 m/s to 25 m/s over a distance of 100 m. Calculate its acceleration and the time taken. (2 marks)
State the first suvat equation — v = u + at Equation without a — s = ½(u + v)t Equation without v — s = ut + ½at² Equation without t — v² = u² + 2as Value of g near the Earth — 9.81 m/s² downwards Gradient of a velocity-time graph — Acceleration Area under a velocity-time graph — Displacement Condition for using suvat — Constant acceleration in a straight line Velocity at the top of a throw — Zero, but a is still 9.81 m/s² down First step in a suvat problem — Choose the positive direction Keep going with Lina
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Every chapter in one PDF school book of 93 pages, to print or keep on your tablet.
See the book