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Q: A full swimming pool that is 6 feet deep by 35 feet long by 15 feet wide is being emptied at a rate of 60 ft3 every 10 minutes. how many minutes would it take to empty the pool at that rate?
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A swimming pool can be filled by one pipe in ten hours the drain pipe can empty the pool in 15 hours if both pipes are open how long will it take to fill the pool?

the rate that water is coming into the pool, is the amount of water in the pool (x) divided by the amount of time it take to fill the pool. x / 10 the rate to empty the pool is x / 15 the rate to fill the pool wile it is being emptied, is the rate filling the pool minus the rate emptying the pool. x / 10 - x / 15 simplified 3x / 30 - 2x / 30 this gives x / 30 divide the rate the pool is filling, by the amount of water. (x / 30) / x this gives a time of 30 hours to fill the pool.


Swimming pool built in a high water table area?

If you have a pool in a high water table area it should definitely have a hydrostatic valve fitted in the bottom to stop it from becoming so empty that it can start to float. As a mater of fact it would be a good idea to have a system installed whereby water can be pumped from under the pool constantly in case you ever do want to keep it entirely empty.


A fire truck holds 750 gallons of water The hose is administering 4.17 gallons of water per second How many minutes will it take you to empty your truck?

You must divide 750 by 4.17 which gives you 179.86 (rounded up). This is how many seconds it will take. Then you must divide 179.86 by 60 because there are 60 seconds in a minute. The Answer is 2.99 minutes. About three minutes.


How come an empty sets become an empty sets?

An empty set becomes an empty set by virtue of its definition which states that it is a set that contains no elements. In other words, it contains nothing, it is empty!


What will be the representation of subset of a empty set?

The only subset of an empty set is the empty set itself.