Suppose the following consumption function.

$C=C_0+C_1(Y-T)$

Let

$C_0=17$

$A=0\mathrm{.}41$

$I=63$

$G=57$

$T=29$

Also, let the initial value of production be the following:

$Y_0=283$

Calculate the implied value of $Z($call it $Z_0).$ Give the answer as an integer.

$z_0=$

$$

Calculate the change in inventories. If inventories decline, give a negative answer. Give the answer as an integer.

$in{v}_0=$

$$

Based on your answer for the change in inventories, how much will the producer produce next period?

$Y_1=$

$$

Based on your answer for $Y_1,$ what will demand be next period?

$z_1=$

$$

Based on your previous two answers, what is the second change in inventories?

$in{v}_1=$

$$