The volume V of the cylinder V is
V=16πh
dV/dt = 16π dh/dt
Note that the rate of change of volume is independent of the actual height!
Marietta T.
asked 01/13/20The height of a cylinder with a fixed radius of 4 cm is increasing at the rate of 2 cm/min. Find the rate of change of the volume of the cylinder (with respect to time) when the height is 14cm.
Question options:
1) | 16π |
2) | 28π |
3) | 32π |
4) | None of these |
The volume V of the cylinder V is
V=16πh
dV/dt = 16π dh/dt
Note that the rate of change of volume is independent of the actual height!
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