The Flames Pool Company (FPC) was hired to drain a swimming pool when it is raining outside. If it is raining at a rate of 2 inches/hour and the flat swimming pool bottom surface area is 2000 ft2 answer the following two questions: What pump capacity in gallons/minute (gpm) must FPC use to keep the rain water accumulating in the swimming pool at a constant rate? What pump capacity in gpm must FPC use to reduce the rain water accumulation in the swimming pool at a rate of 4 inches/hour.
The Flames Pool Company (FPC) was hired to drain a swimming pool when it is raining outside. If it is raining at a rate of 2 inches/hour and the flat swimming pool bottom surface area is 2000 ft2 answer the following two questions: What pump capacity in gallons/minute (gpm) must FPC use to keep the rain water accumulating in the swimming pool at a constant rate? What pump capacity in gpm must FPC use to reduce the rain water accumulation in the swimming pool at a rate of 4 inches/hour.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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The Flames Pool Company (FPC) was hired to drain a swimming pool when it is raining outside. If it is raining at a rate of 2 inches/hour and the flat swimming pool bottom surface area is 2000 ft2 answer the following two questions:
- What pump capacity in gallons/minute (gpm) must FPC use to keep the rain water accumulating in the swimming pool at a constant rate?
- What pump capacity in gpm must FPC use to reduce the rain water accumulation in the swimming pool at a rate of 4 inches/hour.
Transcribed Image Text:The Flames Pool Company (FPC) was hired to drain a swimming pool when it is raining outside.
If it is raining at a rate of 2 inches/hour and the flat swimming pool bottom surface area is 2000
ft² answer the following two questions:
a) What pump capacity in gallons/minute (gpm) must FPC use to keep the rain water
accumulating in the swimming pool at a constant rate?
b)
What pump capacity in gpm must FPC use to reduce the rain water accumulation in the
swimming pool at a rate of 4 inches/hour.
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