If a water tank has a volume of 3.25 MG and the flow from the tank is 6.10 mgd, what is the detention time in hours?

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Multiple Choice

If a water tank has a volume of 3.25 MG and the flow from the tank is 6.10 mgd, what is the detention time in hours?

Explanation:
Detention time is how long water stays in a tank, calculated by dividing the tank volume by the flow rate. With 3.25 million gallons in the tank and a discharge of 6.10 million gallons per day, the time equals 3.25 / 6.10 days, which is about 0.5328 days. Converting to hours by multiplying by 24 gives 0.5328 × 24 ≈ 12.8 hours. So the water stays in the tank for roughly 12.8 hours at that flow.

Detention time is how long water stays in a tank, calculated by dividing the tank volume by the flow rate. With 3.25 million gallons in the tank and a discharge of 6.10 million gallons per day, the time equals 3.25 / 6.10 days, which is about 0.5328 days. Converting to hours by multiplying by 24 gives 0.5328 × 24 ≈ 12.8 hours. So the water stays in the tank for roughly 12.8 hours at that flow.

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