Consider an economy in which C=225−10r+0⋅85(Y−T), I=1610−30r, G=1650, X=1400, M=700+0⋅08Y and T=100+0⋅2Y, where Y : aggregate income, C : aggregate consumption expenditure, I : aggregate investment expenditure, G : government expenditure on goods and services, X : exports, M : imports, T : tax revenues and r : rate of interest (expressed in percent).
(a) What is the slope of the IS curve for this economy?
(b) Assuming that the value of (Y,r) in the economy lies on the IS curve, what is the budget deficit of the government when the rate of interest is 3 percent?
Plain-text version
Consider an economy in which C = 225 - 10r + 0·85(Y - T), I = 1610 - 30r, G = 1650, X = 1400, M = 700 + 0·08Y and T = 100 + 0·2Y, where Y: aggregate income, C: aggregate consumption expenditure, I: aggregate investment expenditure, G: government expenditure on goods and services, X: exports, M: imports, T: tax revenues and r: rate of interest (expressed in percent). (a) What is the slope of the IS curve for this economy? (b) Assuming that the value of (Y, r) in the economy lies on the IS curve, what is the budget deficit of the government when the rate of interest is 3 percent?
Also written as: Consider an economy in which C = 225 - 10r + 0*85(Y - T), I = 1610 - 30r, G = 1650, X = 1400, M = 700 + 0*08Y and T = 100 + 0*2Y, where Y: aggregate income, C: aggregate consumption expenditure, I: aggregate investment expenditure, G: government expenditure on goods and services, X: exports, M: imports, T: tax revenues and r: rate of interest (expressed in percent). (a) What is the slope of the IS curve for this economy? (b) Assuming that the value of (Y, r) in the economy lies on the IS curve, what is the budget deficit of the government when the rate of interest is 3 percent?
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What this question tests
This question is on The slope of the IS curve, part of IS-LM model in Macroeconomics.
What makes the IS curve steep or flat, including the multiplier and the interest sensitivity of investment.
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Question from the JNU SSS 2018 paper. Solutions are TestStop's own. Not affiliated with or endorsed by any examination authority.