How to solve this?

A $5cm$ thin$-$layer, $100m^2$ batch dryer is used to dry paper pulp at a

constant$-$rate drying rate equal to $R_c=300g($water$)\frac{?}{m^2}($surface area$)-$min. If only one side of the

thin layer is in contact with the drying air, determine the throughput $($kg of product$/$day$)$ of

the dryer if $1\mathrm{.}06kg$ of water has to be removed per kg of dry pulp to achieve the target moisture

content.

Process conditions:

Inlet moisture content $95\%($wet basis$)$

Target moisture content $6\%($wet basis$)$

Inlet air temperature wet bulb$)$

Forced draft airflow of $1\mathrm{.}95k\frac{g}{m^2}-sec.$