b) Given reduced-form equations of a goods market (IS curve) and a money market (LM), respectively,...
Recall the IS-LM model. In particular, the goods-market equilibrium condition was Y = C (Y − T ) + I (r) + G, and the money-market equilibrium condition was m = L (r, Y ). Here, the exogenous variables are G (government spending), T (taxes), and m (real money supply). The endogenous variables are Y (output, or income) and r (real interest rate). C (·) is the consumption function, which is increasing in disposable income Y − T , but...
Assume the following equations for the goods and money market of an economy: C = 250 + .8(Y-T) I = 100 - 50r T = G = 100. Ms = 200 Md = 0.2Y – 100r a) Write the equation of the IS curve for this economy. Is this upward or downward sloping? The IS curve is written as Y = _ +/- _r. (6 points) b) If T falls to 50 and everything else remains the same, write the...
1. The following equations refer to the goods market of an economy in billons of S : C=500+0.8Yp; I=80; G=300 ; T=50 Answer the following questions: (a.) Solve for the goods market equilibrium. (5%) (b.) Find equilibrium disposable income (YD). (5%) (c.) Find equilibrium consumption (C).(5%) (d.) Calculate the private savings, public savings, and investment spending.(5%) (e.) Calculate the multiplier.(5%) 2. The following are the money demand and money supply functions in an economy M=8,000 : M-25000(0.4-i) Answer the following...
Real interest rate, r (%) Derive the LM curve graphically given the money market diagram below Real interest rate, r (%) MS 14 14 12 MD(Y $16,000) MD(Y $12,000) 50 110MD(Y $8,000 0 40 80 120 160 200 240 Real money supply and real money demanc 1.) Use the point drawing tool to plot three points, one for each level of real GDP Properly label each point. 0 2 4 6 8 10 12 14 16 18 20 Real GDP,...
The money market for this economy is described by the equations: (M/P) = 0.4Y - 40r M = 1200 P=1 12. Derive a formula for the LM curve, showing Y as a function of r. 13. What are the short run values of Y and ? 14. What are the short run values of Y and rif G increases by 200? What is the multiplier? Is the value different from what you calculated for question 9? Explain why it is...
Assume an goods and services market of an economy is characterized by the following equations: C = 0.8 (Y - T) I = 800 -20r Y=C+I+G T = 1000 G = 1000 1. Derive a formula for the IS curve, showing Y as a function of r. The money market for this economy is described by the equations: (M/P) d = 0.4Y - 40r M = 1200 P=1 a) Derive a formula for the LM curve, showing Y as a...
Q1toQ3 1. The following equations refer to the goods market of an economy in billons of S : C=500+0.8Yp; I=80; G=300 ; T=50 Answer the following questions: (a.) Solve for the goods market equilibrium. (5%) (b.) Find equilibrium disposable income (YD). (5%) (c.) Find equilibrium consumption (C).(5%) (d.) Calculate the private savings, public savings, and investment spending.(5%) (e.) Calculate the multiplier.(5%) 2. The following are the money demand and money supply functions in an economy M=8,000 : M-25000(0.4-i) Answer the...
who can solve Q2 and Q3? 1. The following equations refer to the goods market of an economy in billons of S : C=500+0.8Yp; I=80; G=300 ; T=50 Answer the following questions: (a.) Solve for the goods market equilibrium. (5%) (b.) Find equilibrium disposable income (YD). (5%) (c.) Find equilibrium consumption (C).(5%) (d.) Calculate the private savings, public savings, and investment spending.(5%) (e.) Calculate the multiplier.(5%) 2. The following are the money demand and money supply functions in an economy...
1. (26 marks total) Math Review: Recall the IS-L.M model from your intermediate macro course In particular, the goods-market equilibrium condition was Y-C(Y-T)+I (r) +G, and the money-market ecluilibrunn condition was m = L (r, Y). Here, the exogenous variables are G government spending), T (taxes), and m (real money supply). The endogenous variables are Y (output, or income) and r (real interest rate). C() is the consumption function, which is increasing in disposable income Y-T, bit less than one-for-one...
Assume an goods and services market of an economy is characterized by the following equations: C = 0.8 (Y - T) I = 800 -20r Y = C + I + G T = 1000 G = 1000 9. Consider for the moment the Keynesian Cross model. What will happen to the GDP if G increases by 200? What is the multiplier? 10.Keep considering the Keynesian Cross model. What will happen to the GDP if T increases by 200? What...