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2) Very humid air enters a dehumidifier at 500 ft^3/min. The air is at a dry-bulb...

2) Very humid air enters a dehumidifier at 500 ft^3/min. The air is at a dry-bulb temperature of 85 degrees F and a relative humidity of 90%. The specific humidity of the mixture must be brought to 30 grains of water per pound mass of air.
Assume atmospheric mixture pressure.

A) How low must the dry-bulb temperature go to achieve this?
B) What is the rate at which energy must be removed to accomplish the reduction in specific humidity, in BTU/min?

Please help asap and please show work. This is the second time posting this question. Thank you!
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Answer #1

min (w) shnahe Humid4 afknd.hu mi İCohn-Doan pound ohen Adbulb Jempenahu - 105.3 B) mum tt.ar.rale Cm) Фхе mih Kense Removed durinathis prcew 2) me 3s.9ς 4-6.43-36.05 c, ved -508.123

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