How to Calculate Time to Empty a Pool Using a Pump
What is the scenario in the problem?
A pump removes 1000 gallons of water from a pool at a constant rate of 50 gallons per minute. How long will it take to empty the pool completely?
How can we find the answer to this problem?
a) Divide the total amount of water by the rate at which it's being removed.
Final Answer:
To find out how long it will take to empty the pool, divide the total amount of water by the rate at which it's being removed. Hence, it will take 20 minutes to empty the 1000 gallon pool at the rate of 50 gallons per minute.
This problem involves calculating the time it takes for a pump to empty a pool at a constant rate. In this case, the pump is removing water at a rate of 50 gallons per minute from a pool containing 1000 gallons of water. To determine how long it will take to empty the pool completely, we need to divide the total amount of water by the rate at which it's being removed.
So, the calculation would be:
1000 gallons ÷ 50 gallons/minute = 20 minutes
Therefore, it will take 20 minutes for the pump to empty the pool completely at a steady rate of 50 gallons per minute. This type of problem is focused on rates and requires a simple calculation to find the solution.