d. Given C and I above, if government increases both G and T by 30, calculate equilibrium Y. e. Given Cand l above, if government only increased G by 30 (no change in T), calculate equilibrium Y. Given C and I above, if government only increased T by 30 (no change in G), calculate equilibrium Y. g. Why does the increase in G have a larger the effect on Y than the same increase in tax in absolute f. value terms?

ECON MACRO
5th Edition
ISBN:9781337000529
Author:William A. McEachern
Publisher:William A. McEachern
Chapter11: Fiscal Policy
Section: Chapter Questions
Problem 1.4P
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Hi! I badly need help me with letters D,E,F,G. Thank you so much. 

6. Given C = 200 + 0.60Y
How much is consumption when Y = 0
b. How much is savings when Y = 0
a.
с.
If I = 20, derive and use the multiplier model to calculate the equilibrium Y.
d. Given C and Ilabove, if government increases both G and T by 30, calculate equilibrium Y.
Given C and I above, if government only increased G by 30 (no change in T), calculate equilibrium Y.
Given C and I above, if government only increased T by 30 (no change in G), calculate equilibrium Y.
g. Why does the increase in G have a larger the effect on Y than the same increase in tax in absolute
е.
f.
value terms?
h. Plot the Keynesian Cross diagram (or aggregate expenditure model) that illustrates the equilibrium Y
in letter c (label Yc) and letter d (label Yd)
Transcribed Image Text:6. Given C = 200 + 0.60Y How much is consumption when Y = 0 b. How much is savings when Y = 0 a. с. If I = 20, derive and use the multiplier model to calculate the equilibrium Y. d. Given C and Ilabove, if government increases both G and T by 30, calculate equilibrium Y. Given C and I above, if government only increased G by 30 (no change in T), calculate equilibrium Y. Given C and I above, if government only increased T by 30 (no change in G), calculate equilibrium Y. g. Why does the increase in G have a larger the effect on Y than the same increase in tax in absolute е. f. value terms? h. Plot the Keynesian Cross diagram (or aggregate expenditure model) that illustrates the equilibrium Y in letter c (label Yc) and letter d (label Yd)
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