$2\mathrm{.}35.$ Steam at $200(a)$ and $600(F)[$state $1]$ enters a turbine through a $3-$inch$-$diameter pipe with a velocity of $10(ft)*s^{-1}.$ The exhaust from the turbine is carried through a $10-$inch$-$diameter pipe and is at $5(a)$ and $200(F)[$state $2].$ What is the power output of the turbine?

$H_1=1322\mathrm{.}6(Btu)(l{b}_m{)}^{-1},V_1=3\mathrm{.}058(ft{)}^3(l{b}_m{)}^{-1}$

$H_2=1148\mathrm{.}6(Btu)(l{b}_m{)}^{-1},V_2=78\mathrm{.}14(ft{)}^3(l{b}_m{)}^{-1}$