In: Economics
Assume that when an economy has a GDP of $500, Consumption is $550. The MPC is .75. Investment is 25. Government Spending equals $50. Begin the problem by completing Income/Consumption Schedule:
GDP=DI Consumption Investment Government
$500 $550 $25 $50
600 $550+75= 625 $25 $50
700 $625+75= 700 $25 $50
800 700+75= 775 $25 $50
900 775+75= 850 $25 $50
1000 850+75= 925 $25 $50
1100 925+75= 1000 $25 $50
Graph the Consumption Function Line of Equilibrium (GDP=DI).
Add an Investment + Consumption line to the graph.
Add a Government Spending + Investment + Consumption line to the graph.
What is the multiplier? (Use the formula discussed in your text.)
What is the Break-Even level of Income? (Do not include Investment or Government Spending)
What is the Equilibrium level of Income? (Include Investment and Government Spending)
GDP = DI | Consumption | Investment | Government |
500 | 550 | 25 | 50 |
600 | 625 | 25 | 50 |
700 | 700 | 25 | 50 |
800 | 775 | 25 | 50 |
900 | 850 | 25 | 50 |
1000 | 925 | 25 | 50 |
1100 | 1000 | 25 | 50 |
Graph the Consumption Function Line of Equilibrium (GDP=DI).
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(2)
Add an Investment + Consumption line to the graph.
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(3)
Add a Government Spending + Investment + Consumption line to the graph.
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(4) MPC = 0.25
Multiplier = 1 / (1-MPC)
=> Multiplier = 1 / (1- 0.75)
=> Multiplier = 1 / 0.25
=> Multiplier = 4
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(5) At break even level of income, GDP = Consumption.
or, GDP line and consumption line intersects each other.
=> GDP = Consumption = 700 at income level of 700
Hence, the break even level of income is 700
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(6) At equilibrium level of income; GDP = Consumption + Investment + Government
or, GDP line and consumption + investment + government line intersects ecah other.
=> GDP = Consumption + Investment + Government = 1000
Hence, the equilibrium level of income is 1000