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CalculusHardContextual Applications of Differentiation

Contextual Applications of Differentiation · Hard problem

A particle moves along a line with position s(t)=t3−6t2+15t+1s(t)=t^3-6t^2+15t+1 feet, for 0≤t≤50\le t\le5. Find the minimum velocity attained on this interval, in ft/s.