Wet paper pulp contains $36\%\frac{w}{w}$ water. This pulp is to be processed in a drier $($i$.$e water is to be removed$)$ to produce a pulp containing $11\%\frac{w}{w}$ water. If the wet pulp enters the drier at a rate of $3524k\frac{g}{h},$ calculate the production rate of the dried pulp and the rate of removal of water $(k\frac{g}{h})?$