A point moves according to the equation $s=3.0 t^{3}-64 t$, where $s$ is in centimetres and $t$ is in seconds.
(a) Find the time $t$ in seconds greater than zero when the point comes to rest and the distance it traveled in this time.
(b) Find the non-zero time when the point crosses its starting point.

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The Answer of A point moves according to the equation $s=3.0 t^{3}-64 t$, where $s$ is in centimetres and $t$ is in seconds.
(a) Find the time $t$ in seconds greater than zero when the point comes to rest and the distance it traveled in this time.
(b) Find the non-zero time when the point crosses its starting point.

A Point Moves According to the Equation s=3.0t3−64ts=3.0 t^{3}-64 ts=3.0t3−64t , Where

A Point Moves According to the Equation $s=3.0 t^{3}-64 t$ , Where