A 9-foot-tall cylindrical water tank has a base of diameter 10 feet. NOTE: Enter exact answers or round to three decimal places. (a) How much water can the tank hold? ft ³ (b) How much water is in the tank if the water is 6 feet deep? ft ³ (c) Let h be the depth of water in the tank. Write a formula for the volume of water as a function of its depth in the tank. V(h) = ft ³

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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**Educational Website Exercise: Volume of a Cylindrical Water Tank**

A 9-foot-tall cylindrical water tank has a base of diameter 10 feet.

**NOTE:** Enter exact answers or round to three decimal places.

**(a)** How much water can the tank hold?  
[Answer box] ft³

**(b)** How much water is in the tank if the water is 6 feet deep?  
[Answer box] ft³

**(c)** Let \( h \) be the depth of water in the tank. Write a formula for the volume of water as a function of its depth in the tank.  
\( V(h) = \) [Answer box] ft³
Transcribed Image Text:**Educational Website Exercise: Volume of a Cylindrical Water Tank** A 9-foot-tall cylindrical water tank has a base of diameter 10 feet. **NOTE:** Enter exact answers or round to three decimal places. **(a)** How much water can the tank hold? [Answer box] ft³ **(b)** How much water is in the tank if the water is 6 feet deep? [Answer box] ft³ **(c)** Let \( h \) be the depth of water in the tank. Write a formula for the volume of water as a function of its depth in the tank. \( V(h) = \) [Answer box] ft³
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