Constant acceleration (suvat) equations

Constant acceleration (suvat) equations Quiz

Spec Q3 · AQA A-Level Maths: Quiz

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  1. 1. A cyclist accelerates from rest at 0.50.5 m s−2^{-2} for 1010 s. How far does she travel?

    • A. 55 m
    • B. 2525 m
    • C. 5050 m
    • D. 2.52.5 m

  2. 2. A car goes from 1212 m s−1^{-1} to 2828 m s−1^{-1} over 160160 m. Which equation gives its acceleration directly?

    • A. v=u+atv=u+at
    • B. s=12(u+v)ts=\frac12(u+v)t
    • C. v2=u2+2asv^2=u^2+2as
    • D. s=vt−12at2s=vt-\frac12at^2

  3. 3. A ball rolls with u=6u=6 m s−1^{-1} and a=−2a=-2 m s−2^{-2}. How long until it stops?

    • A. 33 s
    • B. 1212 s
    • C. −3-3 s
    • D. 88 s

  4. 4. A train accelerates uniformly from 1010 m s−1^{-1} to 3030 m s−1^{-1} in 2020 s. Its distance is:

    • A. 400400 m
    • B. 200200 m
    • C. 600600 m
    • D. 800800 m

  5. 5. A particle has u=4u=4 m s−1^{-1}, a=3a=3 m s−2^{-2} and t=2t=2 s. Its velocity is:

    • A. 1414 m s−1^{-1}
    • B. 1010 m s−1^{-1}
    • C. 66 m s−1^{-1}
    • D. 77 m s−1^{-1}

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