Liquid methanol $($CH$\_(3)$OH$,$M$=32($kg$)/($k$)$mol$)$ enters a combustion chamber at reference

state with a flowrate of $0\mathrm{.}4$k$($g$)/($m$)$in and burns with $100\%$ theoretical air. Given a molar

heat transfer of $6\backslash$times $10^(5)$k$($J$)/($k$)$mol$,$ with all products being gaseous, determine: $(35$ pts $)$

i$($k$($g$)/($m$)$in$)$

iiik$($J$)/($k$)$molK $-$ use $1733$k$($J$)/($k$)$molK for the sum

of the products