Consider the following model of the goods market in a closed economy, where 5 measures the extent of the spread of covid-19 within the country: Z=C+I+G C: 5+(0.753)YD I=2.523 G=2.5+s YD=YT T=1+0.25YTR Y=Z (1) Planned aggregate expenditure Consumption function Planned investment Government expenditure Disposable income Net Tax function Equilibrium Condition QUESTION 5 Using the model in Question 1 and rounding to 4 decimal places, solve for the equilibrium value of Y* when: The economy is affected by covid-19 with s = 0.2, but the government increases transfers to TR = 2.5QUESTION 6 Using the model in Question 1 and rounding to 4 decimal places, solve for equilibrium net taxes, T*, when: The economy is affected by covid-19 with s = 0.2, but the government increases transfers to TR = 2.5 QUESTION 7 Using the model in Question 1 and rounding to 4 decimal places, solve for equilibrium consumption, C*, when: The economy is affected by covid-19 with s = 0.2, but the government increases transfers to TR = 2.5QUESTION 8 Using the model in Question 1 and rounding to 4 decimal places, solve for the government budget decit when: The economy is affected by covid-19 with s = 0.2, but the government increases transfers to TR = 2.5 {If the answer is negative, use a negative sign and do not leave a space between the negative sign and your numerical answer)