How Long Will It Take To Fill The Pool At A Rate Of 50 L/Min . V = w× l × h 2 where h is the height of water at its deepest point, l is the length of the surface area of the water, and w is the (constant) width of the water surface. The pool initially contains pure fresh water.
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Then flip 5/6 to 6/5 =1.2 minutes to fill the bathtub. If it takes 50 minutes for the larger hose to fill the swimming pool by itself, how long will it take the smaller hose to fill the pool on its own? Time = 50 min/job ;
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A large hose will fill a pool in 40 minutes while it takes a smaller hose 60 minutes to fill the same pool. For the 5.25′ x 1′ cylindrical pool in the problem statement, each inch of water would be 13.5 us gallons. ( v 40 + v 30)t = v. V = w× l × h 2 where h is the height of water at its deepest point, l is the length of the surface area of the water, and w is the (constant) width of the water surface.
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Hence, the total time taken by both pumps to fill the tank is 17.1428 min. Working together, it takes two different sized hoses 30 minutes to fill a small swimming pool. T = 1 1 40 + 1 30. ( v 40 + v 30)t = v. Multiplier = 5.9 for round or oval pools.
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L h = 40 6 provided h ≤. If 1/3 diameter then 1/9 of area so speed is nine times original. Then volume to be pumped in l x 4.7 l/s = # seconds to pump that much water. If we let x = the time it takes a person to complete a task then his work rate is 1/.
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Here you can make instant conversion from this unit to all other compatible units. Cc convert that to l = final volume take the difference between the two and that gives you the volume that must be pumped out. If we let x = the time it takes a person to complete a task then his work rate is 1/.
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1000 cc = 1l = initial volume of pool in l. Here is another simple way: For the 5.25′ x 1′ cylindrical pool in the problem statement, each inch of water would be 13.5 us gallons. A swimming pool is being drained through the drain at the bottom of the pool, and filled by the hose at the top. 1.4.
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It will take 1 minute and 12 seconds to fill the bath. Hence, the total time taken by both pumps to fill the tank is 17.1428 min. You can put this solution on your website! An aquarium pool has volume 2×106 liters. ( v 40 + v 30)t = v.
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Working together, it takes two different sized hoses 30 minutes to fill a small swimming pool. ( v 40 + v 30)t = v. The rate of flow of water in a pool is an essential calculation for a pool owner when it comes to purchasing or replacing pool equipment. Here is another simple way: Here you can make instant.
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Then flip 5/6 to 6/5 =1.2 minutes to fill the bathtub. ( 1 40 + 1 30)t = 1. The formula is volume = width · height · depth. Pumps are responsible for water circulation in all swimming pools. An aquarium pool has volume 2×106 liters.
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Time taken to fill the part of a pool = 8 h remaining part = time taken to fill the part of a pool = 5 h 20 min Filling a pool to the absolute brim only lasts until somebody steps or jumps in. To determine the average depth in a pool where the bottom slopes, measure the shallow end,.
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Flow rate * time = amount. So omitting about three inches of fill saves the 40. Multiplier = 5.9 for round or oval pools. See other answers for the arithmetic. Then flip 5/6 to 6/5 =1.2 minutes to fill the bathtub.
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Flow rate by volume converter / metric / liter per minute [l/min] online converter page for a specific unit. ( 1 40 + 1 30)t = 1. A swimming pool is being drained through the drain at the bottom of the pool, and filled by the hose at the top. Here is another simple way: Flow rate * time =.
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See other answers for the arithmetic. Flow rate * time = amount. If two people are working together on a job then their work rates add and they can perform the job working together in a shorter amount of time. This is a simple volume of a box calculation. The salt water instantly mixes with the fresh water, and the.
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If we let x = the time it takes a person to complete a task then his work rate is 1/ x. Together they fill in 25 minutes they fill 1/25 of the pool in 1 min larger hose takes 35 minutes to fill the pool by itself, it fills 1/35 of the pool in 1 minute The formula is.
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Length x width x average depth x multiplier = volume in us gallons. ( 1 40 + 1 30)t = 1. Open the tap full blast, place the container underneath the flow and time the amount of time it takes, in seconds, to fill the container. The rate of flow of water in a pool is an essential calculation for.
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The pool initially contains pure fresh water. Multiplier = 5.9 for round or oval pools. To determine the average depth in a pool where the bottom slopes, measure the shallow end, the deep end depth. Enter 80 in the rate box and choose cubic feet per minute from the menu. Here is another simple way:
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If the hose can fill the pool in 21 hours and the drain can empty the pool in 24 hours, how many hours will it take to fill the pool if the drain is left open? Alternately you can take a certain amount of time and then measure the amount. If two people are working together on a job then.