Hi folks, I need help to solve this question in my study paper. Hope to hear from you all soon! A company’s output rate Q at time t is given by a function which changes at t= 10 as follows: Find the rate of change of output rate Q with respect to t when (i) t = 5, and (ii) t = 15.
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$\displaystyle y = A(1 - e^{kt})$ $\displaystyle \frac{dy}{dt} = A(-ke^{kt})$
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