An 8 ft diameter by 16 ft height vertical tank is receiving water (p = 62.5 lb/ft3 at the rate of 295 gal/min and discharging through a 4-in ID line with a constant speed of 6 fps. At a given instant, the tank is half full.

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Chapter1: Units, Trigonometry. And Vectors
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An 8 ft diameter by 16 ft height vertical tank is receiving water (p = 62.5 lb/ft3)
at the rate of 295 gal/min and discharging through a 4-in ID line with a
constant speed of 6 fps. At a given instant, the tank is half full.
Transcribed Image Text:An 8 ft diameter by 16 ft height vertical tank is receiving water (p = 62.5 lb/ft3) at the rate of 295 gal/min and discharging through a 4-in ID line with a constant speed of 6 fps. At a given instant, the tank is half full.
the mass change in the tank (sample answer: 20,287.65 Ib (with , then don't
forget the space between the number and the unit, also take note of the
capitalization) )round off to 2 decimal place
Your answer
the water level in the tank 15 min. later (sample answer: 20,287.65 ft (with , then
don't forget the space between the number and the unit, also take note of the
capitalization) )round off to 2 decimal place
Your answer
the volume change in the tank (sample answer: 20,287.65 cu ft (with, then don't
forget the space between the number and the unit, also take note of how the
unit was written) )round off to 2 decimal place
Your answer
Transcribed Image Text:the mass change in the tank (sample answer: 20,287.65 Ib (with , then don't forget the space between the number and the unit, also take note of the capitalization) )round off to 2 decimal place Your answer the water level in the tank 15 min. later (sample answer: 20,287.65 ft (with , then don't forget the space between the number and the unit, also take note of the capitalization) )round off to 2 decimal place Your answer the volume change in the tank (sample answer: 20,287.65 cu ft (with, then don't forget the space between the number and the unit, also take note of how the unit was written) )round off to 2 decimal place Your answer
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