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21 Apr 2020
A tank full of water has the shape of a paraboloid of revolution as shown in the figure; that is, the shape is obtained by rotating a parabola about a vertical axis.
If its height is 4 ft and the radius at the top is 4 ft, find the work required to pump the water out of the tank?
After 4000 ft-lb work has been done, what is the depth of the water remaining in the tank?
A tank full of water has the shape of a paraboloid of revolution as shown in the figure; that is, the shape is obtained by rotating a parabola about a vertical axis.
If its height is 4 ft and the radius at the top is 4 ft, find the work required to pump the water out of the tank?
After 4000 ft-lb work has been done, what is the depth of the water remaining in the tank?
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Sixta KovacekLv2
29 May 2020
. Compute the work required to pump the oil out through a 1-meter spout at the top of the tank.
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