Question

Consider the following IS-LM model: C=400+0.25YD I=300+0.25Y-1500r G=600 T=400 (M/P)D=2Y-1200r (M/P)=3000 1-Derive the IS relation with...

Consider the following IS-LM model:

C=400+0.25YD

I=300+0.25Y-1500r

G=600

T=400

(M/P)D=2Y-1200r

(M/P)=3000

1-Derive the IS relation with Y on the left-hand side.

2-Derive the LM relation with r on the left-hand side.

3-Solve for equilibrium real output.

4-Solve for the equilibrium interest rate.

5-Solve for the equilibrium values of C, and I, and verify the value you obtained for Y adding C, I and G.

6-Now suppose that the money supply increases to M/P=4320. Solve for Y, r, C and I and describe in words the effects of an expansionary monetary policy.

7-Set M/P equal to its initial value of 1600. Now suppose that government spending increases to 840. Summarize the effect an expansionary fiscal policy on Y, r and C.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
4.Consider the following IS-LM model: C = 200+0.5 YD I = 150+0.25Y-1000i G=250 T=200 (M/P)d =...
4.Consider the following IS-LM model: C = 200+0.5 YD I = 150+0.25Y-1000i G=250 T=200 (M/P)d = 2Y-8000i M/P=1600 a. Derive the IS relation b. Derive the LM relation c. Solve for the equilibrium real output. d. Solve for the equilibrium interest rate.
C = 100 + 0.75YD I = 225 + 0.15Y - 600i G = 450 T...
C = 100 + 0.75YD I = 225 + 0.15Y - 600i G = 450 T = 100 a. Derive the IS relation. b. The central bank sets an interest rate of 75% (i = 0.75). How is that decision represented in the equations? c. What is the level of real money supply when the interest rate is 75%? Use the expression: ?? = 3 ? − 9 9 0 0 ? d. Solve for the equilibrium values of C...
Assume the following IS-LM model: Y = C + I + G C = .8(1-t)Y t...
Assume the following IS-LM model: Y = C + I + G C = .8(1-t)Y t =0.25 I = 900 - 50i G = 800 Md = 0.25Y -62.5i Ms =500. (a)What will happen to the level of Y if G expands by 187.50? (b) What will happen to the composition of GDP? Explain and derive the numbers. (c). Was Investment crowded out? If so by how much.
C= 0.8(1-t)Y,r=0.25,I=900-50r,G=900,L=0.25Y-62.5r and m/p=500 (money market equilibrium)r=interest rate a) what is the equation that describes the...
C= 0.8(1-t)Y,r=0.25,I=900-50r,G=900,L=0.25Y-62.5r and m/p=500 (money market equilibrium)r=interest rate a) what is the equation that describes the IS curve b) define IS curve c) define LM curve d) calculate equilibrium levels of income Y and interest rate r
1. Consider an economy with the given equations. Y=C+I+GY=C+I+G C=112+0.6(Y−T)C=112+0.6(Y−T) I=120−10rI=120−10r (MP)d=Y−15r(MP)d=Y−15r G=$35G=$35 T=$45T=$45 M=$1200M=$1200 P=3.0...
1. Consider an economy with the given equations. Y=C+I+GY=C+I+G C=112+0.6(Y−T)C=112+0.6(Y−T) I=120−10rI=120−10r (MP)d=Y−15r(MP)d=Y−15r G=$35G=$35 T=$45T=$45 M=$1200M=$1200 P=3.0 a. Use the relevant set of equations to derive the IS curve and graph it. b. What is the equation for the IS curve? Y = c. Use the relevant set of equations to derive the LM curve. d. Calculate the equilibrium level of income (Y) and the equilibrium interest rate (r). Y= r (%)= e. Use the relevant set of equations to derive...
Problem 2. Consider the following example of the IS-LM model: C = 340 + 0.5(Y–T) I...
Problem 2. Consider the following example of the IS-LM model: C = 340 + 0.5(Y–T) I = 400 – 1500(r + x) G = 150 T = 100 x=0.02 r = 0.04 ?e = 0.02 (1) Derive the IS equation. (2) Find the equilibrium value of Y. (3) Write down the zero lower bound constraint. Does the real interest rate of r=0.04 satisfy the constraint? (4) Suppose that the risk premium x has increased to x=0.09. (a) Derive the new...
Consider an economy that is described by the following equations: C^d= 300+0.75(Y-T)-300r T= 100+0.2Y I^d= 200-200r...
Consider an economy that is described by the following equations: C^d= 300+0.75(Y-T)-300r T= 100+0.2Y I^d= 200-200r L=0.5Y-500i Y=2500; G=600; M=133,200; Pi^e=0.05. (Pi being the actual greek pi letter sign). Please solve part D and E (a) obtain the equation of the IS curve (b) obtain the equation of the LM curve for a general price level, P (c) assume that the economy is initially in a long-run (or general) equilibrium (i.e. Y=Y). Solve for the real interest rate r, and...
ECO308W Intermediate Macroeconomics Name: Dr. Schmidt Spring 2019 Quiz #4: IS-LM Equilibrium The US Macro economy...
ECO308W Intermediate Macroeconomics Name: Dr. Schmidt Spring 2019 Quiz #4: IS-LM Equilibrium The US Macro economy is represented by the following equations: Financial Sector: L = Md/P = 0.5Y – 50i Ms/P = 2000 Real Sector: AD = C+I+G   C = 600 + 0.8YD G = 800 I = 400 – 40i TA = 0.25Y TR = 250 YD = Y–TA+TR Set up the IS relationship (2 points) Step 1, convert C to a function of Y; step 2, set...
3. Using the following information about the current economy: C = 130 + 0.80(Y-T) where: C:...
3. Using the following information about the current economy: C = 130 + 0.80(Y-T) where: C: consumption, Y: output I = 680 -1200r T: taxes, I: Investment, r: real interest rate T = 70 G: government G = 110 (M/P) d = 0.6Y – 960r where: (M/P) d : money demand Ms = 2364 Ms: money supply P = 1.0 P: price level (You must show the steps to derive these answers.) a. Derive the equation for the IS curve...
Consider the following IS-LM model: (1 - b)Y + i1r - a - G = i0...
Consider the following IS-LM model: (1 - b)Y + i1r - a - G = i0 - bT (1) c1Y = Ms + c2r (2) where Y and r are the endogenous variables. Solve for Y and r using matrix algebra. How are these equilibrium values affected by increases in Ms? Increases in T? (i.e. nd the comparative statics)
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT