Wet solids pass through a continuous dryer. Hot dry air enters the dryer at a rate of $5000$

$k\frac{g}{m}in$ and mixes with the water that evaporates from the solids. Humid air leaves the dryer

at $38C$ and $40\%$ relative humidity and then passes through a condenser in which it is cooled

to $17C.$ The pressure is constant at $1$atm throughout the system. Use the psychrometric

chart to answer the following questions.

a$)(5$ pts$)$ What is the moisture content $(=$absolute humidity$)$ in the humid air stream leaving

the dryer $($in $k\frac{g}{k}g$ Dry Air$)?$ Report with $3$ digits of precision in decimal format.

b$)(5$ pts$)$ What is the wet bulb temperature of the humid air stream leaving the dryer $($in $\{$:$C)?$

Report answer with $3$ digits of precision in decimal format.

c$)(5$ pts$)$ As the humid air cools upon entering in the condenser, at what temperature will the

water just begin to condense? Report answer in deg. $C$ in decimal format with $3$ digits of

precision.

d$)(5$ pts$)$ Assuming the air entering the condenser is in there long enough to come to $17C$

and leave in equilibrium with the condensed liquid water at that temperature, what is the

absolute humidity $($in $k\frac{g}{k}g$ DryAir$)$ of the air leaving the condenser? Report answer with $3_{?}$

digits of precision in decimal format on Canvas.

e$)(5$ pts$)$ If that air leaving the condenser were then heated back up to $38C,$ what would the

decimal format on Canvas.