Question

Suppose the components of planned expenditure are given as follows: C = Ĉ + a(Y –...

Suppose the components of planned expenditure are given as follows:

C = Ĉ + a(Y – Ť)
I = Î + bY
G = Ĝ
   T = Ť

where hats indicate that a variable is autonomous and a and b are, respectively, the marginal propensity to consume and the marginal propensity to investment. Solve for the autonomous consumption multiplier. Does it rise or fall when b > 0? In words, explain the logic of this finding.

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Answer #1

Suppose the compouents of planned expenditure are given as follows: c = Ĉta(4-7) I+by T = From the equilibrium condition: AD=

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