SOLUTION: Water exits a conical tank at a constant rate of o.2 m3/minutes. If the surface of the water has radius r: a) find V(r), the volume of the water remaining b) find the rate at whi

Algebra ->  Customizable Word Problem Solvers  -> Geometry -> SOLUTION: Water exits a conical tank at a constant rate of o.2 m3/minutes. If the surface of the water has radius r: a) find V(r), the volume of the water remaining b) find the rate at whi      Log On

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Question 1105907: Water exits a conical tank at a constant rate of o.2 m3/minutes. If the surface of the water has radius r:
a) find V(r), the volume of the water remaining
b) find the rate at which the surface radius is changing at the instant when the water is 5m deep.

Answer by greenestamps(13200) About Me  (Show Source):
You can put this solution on YOUR website!


There is no information about the relation between the radius and height of the cone at any time; so the problem can't be solved.

Resubmit the problem giving all required information.