4. A conical-shaped reservoir has a depth of 20 feet and a radius of 10 feet. Water is leaking out so that the surface is falling at the rate of ft/hr. Find the rate, in cubic feet per hour at which water is draining when the water is 8 feet deep. V =ar²h A. 7 В. 4л С. 8л D. 16л

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Chapter9: Math Models And Geometry
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4. A conical-shaped reservoir has a depth of 20 feet and a radius of 10 feet. Water is leaking out
so that the surface is falling at the rate of ft/hr. Find the rate, in cubic feet per hour at which
water is draining when the water is 8 feet deep. V =-ar?h
А.
В. 4л
С. 8л
D. 16л
Transcribed Image Text:4. A conical-shaped reservoir has a depth of 20 feet and a radius of 10 feet. Water is leaking out so that the surface is falling at the rate of ft/hr. Find the rate, in cubic feet per hour at which water is draining when the water is 8 feet deep. V =-ar?h А. В. 4л С. 8л D. 16л
Expert Solution
Step 1

A conical-shaped reservoir has a depth=20 feet

                                           radius =10 feet

Water is leaking out so that the surface is falling at the rate of 12ft/hr.

We have to find the rate, in cubic feet per hour at which water is draining when the water is 8 feet deep.

 

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