Question

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 the balance in the money market (LM curve).
C. To determine algebraically and diagrammatically the income and the equilibrium interest rate of the economy. (Note: Balance income should be estimated using the LM curve function)
D. Suppose that an expansionary monetary policy is pursued, which doubles the nominal amount of money. Find the new income and the equilibrium interest rate of the economy. (Note: the estimate of the new equilibrium income to be made through the function of the LM curve)

Homework Answers

Answer #2

answered by: anonymous
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
Suppose that in a closed economy with a state sector the following relations apply: Consumption function:...
Suppose that in a closed economy with a state sector the following relations apply: Consumption function: ? = 125 + 0.75?? where ?? = ? - ? Desirable investment: ? = 30 Government spending: ? = 50 Taxes: ? = 15 A. Find the equilibrium income, the available equilibrium income and the equilibrium consumption. B. Find and interpret investment and tax multipliers. C. Calculate the savings function under the assumption that the economy is in equilibrium as well as the...
2) Consider the following Keynesian model of the economy. Consumption Function: C = 12 + .6...
2) Consider the following Keynesian model of the economy. Consumption Function: C = 12 + .6 Y d, Investment Function: I = 25 − 50 r, Government Spending: G = 20, Tax Collections: T = 20, Money Demand Function: L d = 2 Y − 200 r, Money Supply: M = 360, Price Level: P = 2. a) Find an expression for the IS curve and plot it. b) Find an expression for the LM curve and plot it. c)...
Suppose desired consumption and desired investment are ?? = 300 + 0.75(? − ?) − 300?...
Suppose desired consumption and desired investment are ?? = 300 + 0.75(? − ?) − 300? T = 100 + 0.2Y ?? = 200 − 200? G is the level of government purchases and G=600 Money demand is ?? ? = 0.5? − 500(? + ??) where the expected rate of inflation, ??, is 0.05. The nominal supply of money M = 133,200. Suppose the full employment output is 2500 and the price level in the short run is 120....
Consider the following economy: Planned consumption: ? = 900 + 0.5(? − ?) − 180? Planned...
Consider the following economy: Planned consumption: ? = 900 + 0.5(? − ?) − 180? Planned investment: ? = 950 − 180? Real money demand: ( ? ? ) ? = 0.5? − 180? a. (2 pts) Suppose ? = 400, ? = 450, and ? = 9,750. Find an equation for the IS curve. b. (2 pts) Find an equation for the LM curve. c. (2 pts) Find an equation for the aggregate demand curve. Express the AD curve...
QUESTION 2 (2,000 pts) Suppose the market for real money balances in the Oesterling-Mack economy can...
QUESTION 2 (2,000 pts) Suppose the market for real money balances in the Oesterling-Mack economy can be described by the following equation and value: (M/P)^d = 0.5Y - 10,000r ;   (M/p) ^s = 800 ,and the nominal money supply is 1,600. a)     Solve for the equation for the LM curve (call it LM1). b)    Consider the situation where the market for real money balances is in equilibrium. Calculate the real interest rate if the real GDP is 2,500. (Consider this as point...
Suppose the market for real money balances in the Oesterling-Mack economy can be described by the...
Suppose the market for real money balances in the Oesterling-Mack economy can be described by the following equation and value: (?/?)? = 0.5Y - 10,000r; (?/?)? = 800, and the nominal money supply is 1,600. a) Solve for the equation for the LM curve (call it LM1). b) Consider the situation where the market for real money balances is in equilibrium. Calculate the real interest rate if the real GDP is 2,500. (Consider this as point A) c) Consider the...
Suppose that economy of Portugal is characterized by the following C = 200 + 0.5 (Y...
Suppose that economy of Portugal is characterized by the following C = 200 + 0.5 (Y - T) Represents the consumption function I = 600 – 30 r represents the investment function G = 300 represents the public spending T = 300 represents the level of taxation (m/p)d = y - 40 r represents the money demand function (m/p)s = 1500 r represents the real money supply d Y represents the global output Find the IS curve the LM curve...
Consider the following economy (with flexible exchange rate system): • Desired consumption: Cd = 300 +...
Consider the following economy (with flexible exchange rate system): • Desired consumption: Cd = 300 + 0.5Y − 2000r • Desired investment: Id = 200 − 3000r • Government purchases: G = 100 • Net export: NX = 350 − 0.1Y − 0.5e • Real exchange rate: e = 20 + 1000r • Full employment: Y ̄ = 900. • Nominal money stock: M = 4354 • Real money demand: L = 0.5Y − 200r (a) Find the equations for...
5) The economy has an aggregate production function fN=15N-12N2 , where N is labor input. Labor...
5) The economy has an aggregate production function fN=15N-12N2 , where N is labor input. Labor supply is given by NsWP=-5+3WP , where W is the money wage and P is the price level. Desired consumption depends on real income, Y, and can be written as CdY=10+0.7Y . Given real interest rate, r, the desired investment is Idr=30-200r . The real money demand is characterized by LY,r=10+Y-200r . Government spending, G, and nominal money stock, M, is given as G=0...
Consider a small open economy given by the following: Consumption Function: Ct = 17.2 + 0.7(Yd)t...
Consider a small open economy given by the following: Consumption Function: Ct = 17.2 + 0.7(Yd)t Investment Function: It = 24 -100rt Real Demand for Money: Lt = 6Yt-1400r Net Exports Schedule: NXt = 8 – 4et Government Spending: G0 = 36 Tax Collections: T0 = 36 World Interest Rate: r0 = 0.15 Price Level: P0 = 4 Domestic Money Supply: M0 = 2520 Assume further that the economy is currently at the long-run equilibrium. (10 points) Graph the situation...