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A right circular cone has a volume of 192pi cm cubed. Find the radius and the height that minimize its surface area.
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\[V=\pi r ^2 \frac{h}{3}\]
\[192=\pi r ^2 \frac{h}{3}\]
\[576=\pi h r ^2\]
\[h=\frac{576}{\pi}r^{-2}\]
I am thinking of this, then direivative for critical numbers,
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