Given the condition for equilibrium national income Y = E, and the expenditure equation E=C, where C=Co+by: (a) Describe the constants Co and b. Are there any restrictions on the range of values which b can assume? (b) Find an expression for the equilibrium level of income (the reduced form). (c) Deduce how the equilibrium level of income changes as: (i) b increases. (ii) b decreases.

Brief Principles of Macroeconomics (MindTap Course List)
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ISBN:9781337091985
Author:N. Gregory Mankiw
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Chapter7: Production And Growth
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. Given the condition for equilibrium national income Y = E, and the expenditure equation
E=C, where C= Co + by:
(a) Describe the constants Co and b. Are there any restrictions on the range of values which b
can assume?
(b) Find an expression for the equilibrium level of income (the reduced form).
(c) Deduce how the equilibrium level of income changes as:
(i) b increases.
(ii) b decreases.
Transcribed Image Text:. Given the condition for equilibrium national income Y = E, and the expenditure equation E=C, where C= Co + by: (a) Describe the constants Co and b. Are there any restrictions on the range of values which b can assume? (b) Find an expression for the equilibrium level of income (the reduced form). (c) Deduce how the equilibrium level of income changes as: (i) b increases. (ii) b decreases.
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