Question

IS-LM Model (Closed Economy) The following equations describe a small open economy. [Figures are in millions...

IS-LM Model (Closed Economy)

The following equations describe a small open economy.

[Figures are in millions of dollars; interest rate (i) is in percent]. Assume that the price level is fixed.

Goods Market                                            Money Market

C = 250 + 0.8YD                                      L = 0.25Y – 62.5i

YD = Y + TR – T                                      Ms/P = 250

T = 100 + 0.25Y

I = 300 – 50i

G = 350; TR = 150

Goods market equilibrium condition: Y = C + I + G + X-M

Money market equilibrium condition: L = Ms/P

a) What is the equation that describes the IS curve (YIS)?

b) What is the equation describing the LM curve (YLM)?

c) What are the equilibrium levels of income (Yo) and interest rate (io)

d) Suppose Government reduces the marginal tax rate (t) from 25% (as given in the model) to 15%.

i) Calculate the change in the level of income (Y) and interest rate (i) that results from this fiscal expansion whilst nominal money supply remains the same.

ii) Calculate the magnitude of crowding out that will result from the above fiscal

expansion.

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
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...
Assume the following equations for the goods and money market of an economy: C = 250...
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) Derive the LM curve from the Md and Ms equations given above. Is this upward or downward sloping? The LM curve is written as Y = __ +/-__r. b) Using the equation of the original IS curve and the LM curve in part...
Assume the following equations summarize the structure of an open economy:           C= 500 + .9...
Assume the following equations summarize the structure of an open economy:           C= 500 + .9 (Y – T)                  Consumption Function           T = 300 + .25 Y                         Tax           I = 1000 – 50 i Investment equation           G = 2500                                   Government Expenditures           NX = 505 Net Export           (M/P)d = .4 Y -37.6 i Demand for Money (i= interest rate)           (M/p) s = 3000                          Money Supply 5- Derive the equation for the LM curve. 6-...
Suppose that the following equations describe an economy. Y = Cd + Id + G Cd...
Suppose that the following equations describe an economy. Y = Cd + Id + G Cd = 180 + 0.8(Y – T) Id = 140 – 8r + 0.1Y T = 400 G = 400 (Md/P) = 6Y – 120i MS = 6000 i = πe + r Assume expected inflation πe = 0 and price level P = 1. Find the equation for the IS curve. Find the equation for the LM curve. Find the equilibrium values for output...
Consider the following short-run, open economy model of the economy. Goods Market C = 100 +...
Consider the following short-run, open economy model of the economy. Goods Market C = 100 + 0.9(Y − T) I = 50 − 7.5r; NX = −50 G = 200; T = 100 Money Market M = 4,000 P = 10 L(r, Y) = Y − 350r a. (4 pts) Derive the IS and LM equations and put them on a graph with the real interest rate (r) on the vertical axis and real GDP (Y) on the horizontal axis....
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
Suppose that in a closed economy with a public sector the following relations apply: Consumption function:...
Suppose that in a closed economy with a public sector the following relations apply: Consumption function: C = 200 + 0.60Yd where (Υd = Y –T) Desirable investment: Ιp = 400 - 560r Government expenditure: G = 250 Taxes: Τ = 50 Real money demand for transactions: 0.5Y Real money demand for speculation: 600 - 2200r Nominal amount of money: M = 1000 Price level: P = 1.25 A. Find the equilibrium in the commodity market (IS curve). B. Find...
3. The IS-LM Model Consider an economy characterized by the following equations for consumption (C), investment...
3. The IS-LM Model Consider an economy characterized by the following equations for consumption (C), investment (I), government spending (G), taxes (T), aggregate demand (Z), output (Y), and the interest rate (i): C = 54 + 0.3*(Y – T) I = 16 + 0.1*Y – 300*i G = 35 T = 30 Z = C + I + G i = ? Suppose the central bank has set the interest rate equal to 2% (this is, ? = 0.02). a)...
3. The IS-LM Model Consider an economy characterized by the following equations for consumption (C), investment...
3. The IS-LM Model Consider an economy characterized by the following equations for consumption (C), investment (I), government spending (G), taxes (T), aggregate demand (Z), output (Y), and the interest rate (i): C = 54 + 0.3*(Y – T) I = 16 + 0.1*Y – 300*i G = 35 T = 30 Z = C + I + G i = ? Suppose the central bank has set the interest rate equal to 2% (this is, ? = 0.02). a)...
1. You are given the following equations for the real and monetary sectors of a specific...
1. You are given the following equations for the real and monetary sectors of a specific economy; Real Sector Equations: C = 10,000 + 0.8 (Y – T); I = 20,000 – 6000 r; G = 29,000; T = 5,000 + 0.1 Y X = 10,000; M = 5,000 + 0.1 Y. Monetary Sector Equations: Ms = 75,000; Md = 0.5 Y – 7,000 r; Yp = 200,000. Here, C = Consumption; Y = GDP = Income; T = Taxes;...