3. A circular swimming pool 16 ft in diameter is being filled with two garden hoses, each having an inside diameter of 3/4 in. The velocities of flow from the hoses are 6 ft/s and 4 ft/s. Calculate the time required to fill the pool to a depth of 4.5 ft. (See Figure P3.16.) If we start filling the pool by 8:00 AM, will we be able to swim in a filled pool by 8 PM?
3. A circular swimming pool 16 ft in diameter is being filled with two garden hoses, each having an inside diameter of 3/4 in. The velocities of flow from the hoses are 6 ft/s and 4 ft/s. Calculate the time required to fill the pool to a depth of 4.5 ft. (See Figure P3.16.) If we start filling the pool by 8:00 AM, will we be able to swim in a filled pool by 8 PM?
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
Transcribed Image Text:3. A circular swimming pool 16 ft in diameter is being filled with two garden hoses, each
having an inside diameter of 3/4 in. The velocities of flow from the hoses are 6 ft/s and 4
ft/s. Calculate the time required to fill the pool to a depth of 4.5 ft. (See Figure P3.16.) If
we start filling the pool by 8:00 AM, will we be able to swim in a filled pool by 8 PM?
-in.-ID
16-ft diameter
4.5 ft
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