The gas phase reaction:

$2$ A$($g$)+$B$($g$)->$ D$($g$)+2$ E$($g$)$

is taking place. $8$ mol$/$s A and $40\%$ excess B are mixed and fed to the reactor at $200\backslash$deg C$.$ The conversion of component A in the reactor is $80\%$ and the outlet temperature is $330\backslash$deg C$.$ Using the heat of formation method, taking the elements in their standard states at $25\backslash$deg C as the reference state, utilize the following data:

Species Cp $[$kJ$/($mol K$)]$ H$\backslash$deg f $($kJ$/$mol$)$

A$($g$)0\mathrm{.}04-50$

B$($g$)0\mathrm{.}0340$

D$($g$)0\mathrm{.}030$

E$($g$)0\mathrm{.}05-240$

to determine the:

Questions for Madison Burlew:

a$)$ extent of reaction $($mol$/$s$)$

b$)$ molar flow rate of B entering the reactor $($mol$/$s$)$

c$)$ molar flow rate of E leaving the reactor $($mol$/$s$)$

d$)$ specific enthalpy of A at the inlet conditions $($kJ$/$mol$)$

e$)$ specific enthalpy of B at the outlet conditions $($kJ$/$mol$)$

f$)$ heat rate for the reactor $($kW$)$