$2-2-36$ An adiabatic pump, working at steady state raises the pressure of water from $100$ kPa to $1\mathrm{.}2$ MPa $,$ while the specific internal energy $(u)$ remains constant. If the exit is $12$ m above the inlet and the flow rate of water is $150k\frac{g}{s},($a$)$ determine the pumping power. Neglect any change in kinetic energy $($ke$).$ Assume density of water to be $1000k\frac{g}{m^3}.($b$)$ What$-$if scenario: What would the pumping power be if the changes in potential energy $($pe$)$ were also neglected?

$2-2-37$ Steam flows steadily thrown an $($pe$)$ were also neg