The change in velocity, Δv=v−v0\Delta v = v-v_0, is directly proportional to acceleration, aa, and time, tt, by Δv=at\Delta v = at. If an object starting at rest (v0=0v_0 = 0) accelerates at 8ms28 \frac{m}{s^{2}} for 66 seconds, how long would it take for another object accelerating from rest at 3ms23 \frac{m}{s^{2}} to reach the same velocity as the first object?

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