Can someone just help me to find the volume of the slice in this problem:
A cone with height 8ft and radius 6ft, pointing downward, is filled with water to a depth of 2ft. The density of water is 63.4lb/ft^3.

a. Consider a slice of water that is (delta)h ft thick and located "h" feet from he bottom form the cone. Write an expression giving the work required to pump the slice out over the top. Give your answer using the form below. [Density x Volume of Slice x Displacement of Slice]

I know that the volume of and individual slice should be (Sum)(pi)(r^2)h; (Sum)(pi) (r^2)([delta]h)

Question

Can someone just help me to find the volume of the slice in this problem:
 A cone with height 8ft and radius 6ft, pointing downward, is filled with water to a depth of 2ft. The density of water is 63.4lb/ft^3.

a. Consider a slice of water that is (delta)h ft thick and located "h" feet from he bottom form the cone. Write an expression giving the work required to pump the slice out over the top. Give your answer using the form below. [Density x Volume of Slice x Displacement of Slice]

>>I know that the volume of and individual slice should be (Sum)(pi)(r^2)h; (Sum)(pi) (r^2)([delta]h)

anonymous · Answer

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