please go through all the steps so I can fully understand how to solve. Thank you !
Please go through all the steps so I can fully understand how to solve. Thank you !
Consider a small open economy with floating exchange rates. The LM curve of this economy is given as ??=20,000???200+(????), and the IS curve is given as ??=500?20,000??+????, where ????=600?300??. Suppose that ??=1,??=100, and the world interest rate (???) is 0.025. 1) Find out the equilibrium values of output (Y), exchange rate (e), and net export (NX) of this economy. ANSWERS = Y = 400, NX = 400, e = 2/3. 2) Suppose the central bank increases the money supply to...
1. Consider the following numerical example of the IS-LM model: C = 100 + 0.3YD I = 150 + 0.2Y - 1000i T = 100 G = 200 i = .01 (M/P)s = 1200 (M/P)d = 2Y - 4000i a. Find the equation for aggregate demand (Y). b. Derive the IS relation. c. Derive the LM relation if the central bank sets an interest rate of 1%. d. Solve for the equilibrium values of output, interest rate, C and I....
B3. Open Economy IS-LM-FE model: The behaviour of households and firms in an open economy is represented by the following equations: Full-employment outputY-1200 red consumption Cd = 350 + 0.5Y-200r : Desired investmentd 250-300r Government purchasesG 95 Net exports : NX = 100-01-05e Real exchange rate : 90. Assume that the real interest rate, r, does not deviate from the foreign interest rate and that the economy is initially in general equilibrium. ve the open-economy IS curve writing the real...
Please give a detailed solution, thank you! 5. Given C 5000.75 (Y T) I = 2,000 -50r G 1,000 T 1,000 - 10Y - 2000r Ms 50,000 P a. Derive the IS curve and the LM curve, and find the equilibrium interest rate and output b. Government spending increases by 500. If the central bank does not react at all to this change, what is the new equilibrium output and interest rate? If instead the central bank wants to keep...
please help me Consider the following numerical example of the IS-LM model: C = 100 + 0.3YD I = 150 + 0.2Y - 1000i T = 100 G = 200 i = .01 (M/P)s = 1200 (M/P)d = 2Y - 4000i Find the equation for aggregate demand (Y). Derive the IS relation. Derive the LM relation if the central bank sets an interest rate of 1%. Solve for the equilibrium values of output, interest rate, C and I. Expansionary monetary...
I need help with this. 1. In an economy which has a national income identity as the following; Y= C+ I + G + NX where C = 400 + 0.6 Yd,; 1 = 1000-4600 r, G-1240 T-200 +0.25 Y; NX-400-0.05Y-8 00 e ( ofcourse, Yd=Y-T) Where e- foreign currency/ domestic currency, and initially set at e 1.25+2.5R The money demand function is Md- 0.75 Y-7500 r, and money supply is set by the Central Bank at 450. All calculation...
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 1 (a) Find the equations for NX(r,Y )) and Sd(r,Y )−Id(r) and...
Need the answer from question 5 to 9, do not put the answer from 1 to 4, please. Question1 Consider the following economy of Hicksonia. 1. The consumption function is given by C 200 + 0.75(Y-T). The investment function is 1 = 200-2500. Government purchases and taxes are both 100. Derive the IS curve 2. The money demand function in Hicksonia is (Md/P)-Y-10000 The money supply (M) is 1,000. Derive the LM curve under an arbitrary value of P (Hint:...
Question 1: General Equilibrium in closed and open economies [50 marks] Consider the following closed Keynesian economy Desired consumption, Cd = 1000 + 0.6(Y-T) - 300r; Desired investment, Id = 600 - 300r; Money deman d, L = 0.6Y - 300r; Output, Ȳ = 4000; Expected inflation, πe = 0; Assume that we are in a closed economy. Suppose that T = G = 300 and M = 8000. Find the equilibrium values of output, consumption, investment, the real interest...
Consider the Mundel-Fleming small open economy model: Y=C(Y-T)+1(1) + G Y = F(K,L) (M/P) L(r+z® Y) Goods Money C = 50+0.8(Y- T) M 3000 I = 200-20r r*=5 NX = 200-508 P = 3 G=T= 150 L(Y, r) Y - 30r 1- find the IS* equation (hint : y as a function of e) 2- find the LM* equation (hint, also relates y and maybe e) 3-draw the IS-LM curve I y 4- find the equilibrium interest rate (trick question!)...