A high$-$temperature reservoir at $T=375C$ is to be used as the heat source for a steady$-$state heat engine, and a low$-$temperature reservoir at $T=25C$ is to be used as the heat sink. The boiler takes in liquid water at $P=8$ bar and $T=42C$ and expels steam at $P=8$ bar and $T=350C.$ The condenser takes in steam at $T=100C$ and $P=0\mathrm{.}1$ bar and expels saturated liquid water at $P=\frac{0\mathrm{.}1}{b}ar.$ The mass flow rate of the steam throughout the process is $5k\frac{g}{sec}.$ Find the rate at which the entropy of the universe is increased by the processes in the boiler and the condenser.