Example $3\mathrm{.}2.$ Mass Balance for Water in a Fructose Storage Tank

Consider the storage tank shown in Figure E$3\mathrm{.}2.$ Over a $3h$ period, the accumulation of water in

the tank was determined to be $6000kg.$ Assuming that the feed and removal rates remain constant

during the $3h$ period of interest, determine the flow rate of the second feed stream, $F_2^{}.F_1^{},$ is

$10,000k\frac{g}{h}$ and the water removal rate, $P^{},$ is $12,000k\frac{g}{h}.$