Consider the following IS$-$LM model:

$C=237+0\mathrm{.}55Y_D$

$I=150+0\mathrm{.}19Y-882i$

$=369$

$T=295$

$i=0\mathrm{.}06$

The IS equation is determined to be $Y=2,283\mathrm{.}65-3,392\mathrm{.}31i.$

The $LM$ equation is given as $i=0\mathrm{.}06.$

Using the IS and $LM$ equations, the equilibrium real output, $Y,$ is $.($Round your response to the nearest integer.$)$

Using the IS$-$LM model, the equilibrium value of consumption, $C,$ is $($Round your response to the nearest integer.$)$

Using the IS$-$LM model, the equilibrium value of Investment, $l,$ is $($Round your response to the nearest integer.$)$

Using your answers above, determine the value of $C+1+G$ to confirm the value found above for $Y.$

$C+I+G=,($Round your response to the nearest integer.$)$