Assume a tank in the shape of an inverted cone, with height 12ft and base radius 4 ft. The tank is full to start with, and water is pumped over the upper edge of the tank until the height of the water remaining in the tank is 4 ft. How much work is required to pump out that amount of water? Use pg = 62.4lbf/ft³ O 5650π ft-lbf O 15650 ft-lbf O 20650 ft-lbf O 10650 ft-lbf
Assume a tank in the shape of an inverted cone, with height 12ft and base radius 4 ft. The tank is full to start with, and water is pumped over the upper edge of the tank until the height of the water remaining in the tank is 4 ft. How much work is required to pump out that amount of water? Use pg = 62.4lbf/ft³ O 5650π ft-lbf O 15650 ft-lbf O 20650 ft-lbf O 10650 ft-lbf
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Assume a tank in the shape of an inverted cone, with height 12ft and base radius 4 ft. The tank is full to start with, and water is pumped
over the upper edge of the tank until the height of the water remaining in the tank is 4 ft. How much work is required to pump out that
amount of water? Use pg = 62.4lbf/ft³
5650π ft-lbf
15650 ft-lbf
20650π ft-lbf
10650π ft-lbf
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