If a function s(t) gives the position of a function at time t, the derivative gives...

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If a function s(t) gives the position of a function at time t, the derivative gives the velocity, that is, v(t) = s'(t). For the given position function, find (a) v(t) and (b) the velocity when t= 0, t%35, and t= 7. s(1) = 19 - 12t + 2 (a) v(t) =O If a function s(t) gives the position of a function at time t, the derivative gives the velocity, that is, v(t) = s'(t). For the given position function, find (a) v(t) and (b) the velocity when t= 0, t%35, and t= 7. s(1) = 19 - 12t + 2 (a) v(t) =O

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St 19t2 12t 2 St 38t ... View the full answer