It will take 19 hours by the 4 hoses to fill the swimming pool with a capacity of 22800-gallon.
Capacity is the maximum volume an object can hold while Volume is the amount of liquid or any substance present in an object.
It is given that:
Each hose is filling at a rate of 300 gallons per hour.
So, 4 hoses will fill with a rate of 300*4 = 1200 gallons per hour
The capacity of the swimming pool = 22800-gallon.
So, the number of hours hoses will take to fill the pool = 22800/1200
The number of hours hoses will take to fill the pool = 19 hours.
Therefore, It will take 19 hours to fill the swimming pool with a capacity of 22800-gallon.
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Question: A 22,800-gallon swimming pool is being filled by four hoses. water flows through each hose at a rate of 300 gallons per hour. How many hours will it take to fill the pool?
Answer: It would take 19 hours to fill the swimming pool.
Explanation: If the total volume is 22,800, with each hose at the rate of 300 gallons per hour, then the total rate of all four hoses would be 1200 gallons per hour (4 x 300 = 1200).
22,800 / 1200 = 19 hours.
