1. Consider the following simple Keynesian model, Y=C+I+Go C = 200+ 0.8Y I = 1000-2000 (i) Rewrite the model into matrix form with Y, C and I as endogenous variables and Go and i as exogenous variables. (The coefficient matrix must be a 3 by 3 matrix.) (ii) Compute the equilibria Y, C and I as functions of Go and i using Cramer's rule. ƏY* ƏY (iii) Find and ƏGo di (iv) Give an economic interpretation of national income? ay* Go 1 what should the government do if it wants to raise

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1. Consider the following simple Keynesian model,
(i) Rewrite the model into matrix form with Y, C and I as endogenous variables and Go and i as
exogenous variables. (The coefficient matrix must be a 3 by 3 matrix.)
Y=C+I+Go
C = 200+ 0.8Y
I= 1000-2000
(ii) Compute the equilibria Y*, C* and I* as functions of Go and i using Cramer's rule.
8Y*
(iii) Find and
di
ƏY*
ƏGo
(iv) Give an economic interpretation of
national income?
ƏY*
"
ƏGo
what should the government do if it wants to raise
Transcribed Image Text:1. Consider the following simple Keynesian model, (i) Rewrite the model into matrix form with Y, C and I as endogenous variables and Go and i as exogenous variables. (The coefficient matrix must be a 3 by 3 matrix.) Y=C+I+Go C = 200+ 0.8Y I= 1000-2000 (ii) Compute the equilibria Y*, C* and I* as functions of Go and i using Cramer's rule. 8Y* (iii) Find and di ƏY* ƏGo (iv) Give an economic interpretation of national income? ƏY* " ƏGo what should the government do if it wants to raise
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