Exam 11: The Income-Expenditure Model
Exam 1: Introduction: What Is Economics144 Questions
Exam 2: The Key Principles of Economics195 Questions
Exam 3: Exchange and Markets135 Questions
Exam 4: Demand, Supply, and Market Equilibrium279 Questions
Exam 5: Measuring a Nations Production and Income161 Questions
Exam 6: Unemployment and Inflation206 Questions
Exam 7: The Economy at Full Employment165 Questions
Exam 8: Why Do Economies Grow203 Questions
Exam 9: Aggregate Demand and Aggregate Supply189 Questions
Exam 10: Fiscal Policy166 Questions
Exam 11: The Income-Expenditure Model265 Questions
Exam 12: Investment and Financial Markets179 Questions
Exam 13: Money and the Banking System184 Questions
Exam 14: The Federal Reserve and Monetary Policy203 Questions
Exam 15: Modern Macroeconomics: From the Short Run to the Long Run176 Questions
Exam 16: The Dynamics of Inflation and Unemployment186 Questions
Exam 17: Macroeconomic Policy Debates143 Questions
Exam 18: International Trade and Public Policy226 Questions
Exam 19: The World of International Finance189 Questions
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If the consumption function is C = 80 + 0.6Y, then the marginal propensity to consume equals:
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In the most basic model of the economy, equilibrium output is achieved when:
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An increase in the marginal propensity to import will cause equilibrium GDP to:
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Another term for the total demand for goods and services is "planned expenditures."
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Figure 11.1
-Refer to Figure 11.1. For the economy in general, which of the following points correspond to an equilibrium?
(Multiple Choice)
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Fiscal policy generally takes the form of regulations specifying the maximum amount by which the money supply can be changed.
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When the consumption function is expressed as C = Ca + b (1- t)y, "b(1- t)" is the
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-Assume a closed economy with no government. Why doesn't equilibrium exist at aggregate output level Y = 400 in Table 11.4? Why doesn't equilibrium exist at aggregate output level Y = 1,000 in Table 11.4?
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If the marginal propensity to consume is 0.75 and marginal propensity to import is 0.15, then the multiplier in an open economy is:
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Figure 11.4
-Refer to Figure 11.4. Between expenditure lines C+I+G0 and C+I+G1, government purchases increased by:
(Multiple Choice)
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Assume that an economy is represented by the following:
C = 100 + 0.9(Y - T) T = 1000
G = 1000
I = 200
(a) Calculate the equilibrium level of output.
(b) Based on your analysis in Part (a), calculate the levels of consumption and saving that occur when the economy is in equilibrium.
(c) Now suppose planned investment rises by 100. Calculate the new equilibrium level of income. Given your answer, what is the size of the multiplier?
(d) What is the size of the tax multiplier for this economy?
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The marginal propensity to consume is the change in consumption divided by the change in income.
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The level of consumption that does not depend on income is called:
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If the consumption function is C = 100 + 0.8Y, then the Savings Function is
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-Refer to Table 11.6. If net taxes (T) increases from 200 to 300 , the new equilibrium output is:
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When the consumption function is expressed as C = 200 + .75(1- t)y where t =0.2, then the adjusted MPC is
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The higher your income, the lower your consumption is likely to be.
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