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6. A water tank is shaped like a cone with the apex point at the bottom, where the cone has radius 5 ft. and height 6 ft. The tank is full of water, and all the water is pumped to a height of 2 ft. above the top of the tank. The density of water is w = 62.5 lb./ft.. Find how much work is required to pump the water.

6. A water tank is shaped like a cone with the apex point at the bottom, where the cone has radius 5 ft. and height 6 ft. The tank is full of water, and all the water is pumped to a height of 2 ft. above the top of the tank. The density of water is w = 62.5 lb./ft.. Find how much work is required to pump the water.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter64: Volumes Of Spheres And Composite Solid Figures
Section: Chapter Questions
Problem 1A: In order to make a conical duct a circular sheet of metal is to be cut in the shape of a sector of a...
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6. A water tank is shaped like a cone with the apex point at the bottom, where the cone has radius 5 ft. and height 6 ft. The tank is full of water, and all the water is pumped to a height of 2 ft. above the top of the tank. The density of water is w = 62.5 lb./ft.³. Find how much work is required to pump the water. S A. w= 62.5 6 ft. upx ft.
Transcribed Image Text:6. A water tank is shaped like a cone with the apex point at the bottom, where the cone has radius 5 ft. and height 6 ft. The tank is full of water, and all the water is pumped to a height of 2 ft. above the top of the tank. The density of water is w = 62.5 lb./ft.³. Find how much work is required to pump the water. S A. w= 62.5 6 ft. upx ft.
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