I need help with the following problem...(adsbygoogle = window.adsbygoogle || []).push({});

The volume (in gallons) of water in a tank at time t seconds is given by the function

[tex] V(t) = e^{2t} - 12t^2+100[/tex] where [tex] 0 \leq t \leq 3 [/tex]

a) when is the water flowing out of the tank at the fastest rate? At what rate is it flowing at this time?

b) When is the water flowing into the tank at the fastest rate? At what rate is it flowing at this time.

So to start this, will i take the derivative of the volume function and then plug in a value to find time T?

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# Homework Help: Can anyone help?

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