# Answer to Question #72694 in Macroeconomics for Anthony

Question #72694

Consider the following model of national income determination

C = 300 + 0.75 (Y-T)

T = 100

I = 475

G = 150

i) List the entire exogenous and endogenous variable. (2 marks)

ii) Solve for the equilibrium value for all the endogenous variables. (2 marks)

iii) Suppose government expenditure increase by 50 find the new equilibrium values of the endogenous variables. Assume the economy of Kenya is described by the following information

Y = C + I + G (x - M) x = 20

C=20+0.8Yd M = 4 + 0.3Y

T = 30 Yd=Y-T

G = 22 I = 30 (8 marks)

C = 300 + 0.75 (Y-T)

T = 100

I = 475

G = 150

i) List the entire exogenous and endogenous variable. (2 marks)

ii) Solve for the equilibrium value for all the endogenous variables. (2 marks)

iii) Suppose government expenditure increase by 50 find the new equilibrium values of the endogenous variables. Assume the economy of Kenya is described by the following information

Y = C + I + G (x - M) x = 20

C=20+0.8Yd M = 4 + 0.3Y

T = 30 Yd=Y-T

G = 22 I = 30 (8 marks)

Expert's answer

i) C - endogenous variable

Y - exogenous variable

ii) Y = 300 + 0,75(Y-100)+475+150=3400 2775 , C = 2775

iii) C = 2812,5 , Y = 3450

Y = C + I + G+ (x-M)=128 for Keniya

Y - exogenous variable

ii) Y = 300 + 0,75(Y-100)+475+150=3400 2775 , C = 2775

iii) C = 2812,5 , Y = 3450

Y = C + I + G+ (x-M)=128 for Keniya

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