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https://poolchemicalcalculator.com/Pool-Fill-Time-Calculator.html
Adjust sliders to calculate pool fill time. Pool Gallons: 14000. 100. 20000. Click for pools over 20k gallons. Fill Water GPM: 9 GPM. 1. 350. The average garden house delivers around nine gallons per …
http://www.1728.org/work.htm
Just for a quick example, 4 pipes, working separately, can each fill a pool in 7, 8, 9 and 12 hours. If they all work together, how quickly will the pool be filled? Entering these numbers into the calculator shows that the pool will be filled in 2.1631 hours. Example 2 Two people working together can mow a lawn in 72 minutes.
https://math.stackexchange.com/questions/2943461/filling-pool-with-3-hoses-puzzle
A man is filling a pool from 3 hoses. Hose A could fill it in 2 hours, hose B could fill it in 3 hours and hose C can fill it in 6 hours. However, there is a blockage in hose A, so the guy starts by using hoses B and C. When the blockage in hose A has been cleared, hoses B and C are turned off and hose A starts being used.
https://www.quora.com/A-swimming-pool-can-be-filled-in-6-hours-and-requires-9-hours-to-drain-If-the-drain-was-accidentally-left-open-for-6-hours-while-the-pool-was-being-filled-how-long-did-it-take-to-fill-the-pool
The drain rate is 2/3 of the fill rate (6/9 = 0.66667 or 2/3). So if filling and draining simultaneously the net fill rate is 1/3 (1–0.6667 = 0.33333 or 1/3). 6 hours at 1/3 rate achieves 2 hours of net-filling. Close the drain and finish the filling for four hours, for a net total of 10 hours of fill time.
https://opentextbc.ca/intermediatealgebraberg/chapter/9-10-rate-word-problems-work-and-time/
When both pipes are open, the pool is filled in three hours and forty-five minutes. If only the larger pipe is open, how many hours are required to fill the pool? Jack can wash and wax the family car in one hour less than it would take Bob. The two working together can complete the job in 1.2 hours.
https://www.onlinemathlearning.com/algebra-work-problems.html
Step 1: Assign variables: Let x = time taken to fill up the tank. Step 2: Use the formula: Since pipe C drains the water it is subtracted. Step 3: Solve the equation. The LCM of 3, 4 and 5 is 60. Multiply both sides with 60.
https://www.algebra.com/algebra/homework/Rate-of-work-word-problems/Rate-of-work-word-problems.faq
The two crews together can do the job in 6 hours, so in 6 hours the experienced crew does 2/3 of the job. So the number of hours it takes the experienced crew alone to do the job is (6)* (3/2) = 9 hours. ANSWER: 9 hours. Answer by Solver92311 (640) ( Show Source ): You can put this solution on YOUR website!
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