Water is being poured into a cylindrical can that is 20 inches in height and has a radius of 8 inches as shown in Figure 2. The water is being poured at a rate of 3 inch/ sec. Calculate the height of the water in the can changing when the height is 8 feet deep. ( HINT: Volume of cylinder, V = ar?h). Figure 2 20

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Chapter1: Units, Trigonometry. And Vectors
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Water is being poured into a cylindrical can that is 20 inches in height and has a radius of 8
inches as shown in Figure 2. The water is being poured at a rate of 3 inch/ sec. Calculate
the height of the water in the can changing when the height is 8 feet deep.
( HINT: Volume of cylinder, V = r²h).
r= 8
20
Figure 2
Transcribed Image Text:Water is being poured into a cylindrical can that is 20 inches in height and has a radius of 8 inches as shown in Figure 2. The water is being poured at a rate of 3 inch/ sec. Calculate the height of the water in the can changing when the height is 8 feet deep. ( HINT: Volume of cylinder, V = r²h). r= 8 20 Figure 2
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