Final answer:
It would take approximately 22.67 hours to fill a swimming pool with a capacity of 79,500 liters using a garden hose that delivers 58 liters per minute.
Step-by-step explanation:
To calculate how long it would take to fill a swimming pool with a capacity of 79,500 liters using a garden hose that delivers 58 liters per minute, we use the formula:
Time (hours) = Total Volume (liters) ÷ Flow Rate (liters/minute) ÷ 60 (minutes/hour)
Inserting the given values into the formula results in:
Time (hours) = 79,500 L ÷ 58 L/min ÷ 60 min/hr
Time (hours) = 22.67 hours
Therefore, it would take approximately 22.67 hours to fill the swimming pool using the specified garden hose.
To calculate the time it would take to fill the swimming pool, we need to divide the pool's capacity by the rate at which water is delivered by the garden hose. The garden hose delivers water at a rate of 58 L/min.
To convert this rate to liters per hour, we can multiply it by 60. So, the hose delivers water at a rate of 3,480 L/h. Now, we can divide the pool's capacity of 79,500 L by the rate of 3,480 L/h to find the time it would take to fill the pool.
Dividing 79,500 L by 3,480 L/h, we get approximately 22.84 hours. Therefore, it would take approximately 22.84 hours to fill the pool using the garden hose.