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Solve 1. 2. 3. 4. 5.
1 Keynesian Cross Assume that households consumption function is given by C(Y -T) 50+ 0.75(Y T), that firms investment func
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Answer #1

C(Y - T) = 50 + 0.75 (Y -T)

I(r) = 150 - 10r

G = 150

T = 200

1. Here, from the consumption equation, we see that Marginal Propensity to consume is 0.75.

2. We know, Y = C + I + G

= 50 + 0.75 (Y -T) + 150 - 10r + 150

Putting r =5 and T =200

Y = 50 + 0.75Y - 0.75(200) + 150 -10(5) + 150

0.25Y = 50 - 150 +150 - 50 +150

0.25Y = 150

Y = 150/ 0.25 = 600

3.

5 0 6 oo 900

The intersection of the Planned expenditure and the 450 line shows the equilibrium Output.

4. If the government spending increases (G') to 200, and taxes remain constant.

0.25Y = 50 - 150 +150 - 50 +200

0.25Y = 200

Y = 800

GDP rises 200 units.

Government spending multiplier = \Delta Y/\Delta G = (800 - 600)/ (200 - 150) = 200/ 50 = 4

The lines from the previous graph shift upward showing the increase in government spending.

5. Now, taxes also increase by 50.

Y = 50 + 0.75 (Y -T) + 150 - 10r + 200

0.25Y = 50 - 0.75(250) +150 - 10(5) + 200

0.25Y = 50 - 187.5 + 150 - 50 + 200

0.25Y = 162.5

Y = 650

It is higher than the one before the government spending and taxes rose. Earlier it was 600.

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