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Position, velocity and acceleration practice
Position, velocity and acceleration · 1–12
s(t) is the position of an object in meters after t seconds.
1.s(t) = −3t3 + 8t2 + 5tFind the acceleration at t = 3.
2.s(t) = −3t3 − t2 + 9tFind the acceleration at t = 3.
3.s(t) = 3t3 + 4t2 − 8tFind the acceleration at t = 3.
4.s(t) = −3t3 + 7t2 − 8tFind the acceleration at t = 5.
5.s(t) = 3t3 + 7t2 − 4tFind the acceleration at t = 2.
6.s(t) = t3 + 8t2 − 8tFind the acceleration at t = 3.
7.s(t) = 3t3 − 4tFind the acceleration at t = 4.
8.s(t) = −t3 − 8t2 − 8tFind the acceleration at t = 2.
9.s(t) = 2t3 + 6t2 − 11tFind the acceleration at t = 5.
10.s(t) = −3t3 − 9t2 + 6tFind the acceleration at t = 1.
11.s(t) = 3t3 − 7t2 − 9tFind the acceleration at t = 3.
12.s(t) = −2t3 − t2 − 6tFind the acceleration at t = 4.
Answer key — Position, velocity and acceleration practice
Position, velocity and acceleration
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