Question: WORKER EFFICIENCY An efficiency study of the morning shift at a certain factory indicates that an average worker arriving on the job at 8:00 A.M. will have produced

\(Q(t)=-t^{3}+8 t^{2}+15 t\) units \(t\) hours later.

1. Compute the worker's rate of production \(R(t)=Q^{\prime}(t)\)
2. At what rate is the worker's rate of production changing with respect to time at 9:00 A.M.?

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