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If the marginal propensity to consume is 0.75, by how much would government spending have to rise to increase output by \(1,000 billion? By how much would taxes need to decrease to increase output by \)1,000 billion?

Short Answer

Expert verified

Government spending would need to increase, or taxes would have to fall by $250 billion

Step by step solution

01

Multiplier Concept 

It states that increase in income is many times the change in autonomous variables, like increase in government expenditure or decrease in taxes.

Formula = Change in Income

Change (rise) in government expenditure, or fall in taxes

02

Numerical Solution 

Multiplier = 1 / (1 - MPC)

  • As MPC = 0.75

Multiplier 'k' = 1 / (1-0.75)

= 1 / 0.25

k = 4

  • As change in income needed = 1000

Let change in investment or tax be = x

4 = 1000 / x

x = 1000 / 4

x, ie Change in Investment or tax needed = 250

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Most popular questions from this chapter

โ€œWhen the stock market rises, investment spending is increasing.โ€ Is this statement true, false, or uncertain? Explain your answer.

Go to the St. Louis Federal Reserve FRED database, and find data on Personal Consumption Expenditures (PCEC), Personal Consumption Expenditures: Durable Goods (PCDG), Personal Consumption Expenditures: Nondurable Goods (PCND), and Personal Consumption Expenditures: Services (PCESV).

a. Using the most recent data, what percentage of total household expenditures is devoted to the consumption of goods (both durable and nondurable goods)? What percentage is devoted to services?

b. Given these data, which specific component of household expenditures would be most impacted by a reduction in overall household spending? Explain.

โ€œSince inventories can be costly to hold, firmsโ€™ planned inventory investment should be zero, and firms should acquire inventory only through unplanned inventory

accumulation.โ€ Is this statement true, false, or uncertain? Explain your answer

Why does equilibrium output increase as the marginal propensity to consume increases?

Consider an economy described by the following data:

C=\(4trillionI=\)1.5trillionG=\(3.0trillionT=\)3.0trillionNX=\(1.0trillionf=0

mpc = 0.8

d = 0.35

x = 0.15

a. Derive an expression for the IS curve.

b. Assume that the Federal Reserve controls the interest rate and sets the interest rate at r = 4. What is the equilibrium level of output?

c. Suppose that a financial crisis begins and f increases to f = 3. What will happen to equilibrium output? If the Federal Reserve can set the interest rate, then at what level should the interest rate be set to keep output from changing?

d. Suppose the financial crisis causes f to increase as indicated in part (c) and also causes planned autonomous investment to decrease to I = \)1.1 trillion. Will the change in the interest rate implemented by the Federal Reserve in part (c) be effective in stabilizing output? If not, what additional monetary or fiscal policy changes could be implemented to stabilize output at the original equilibrium output level given in part (b)?

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