4. Assume the following set of equations characterize a small open economy E R o nd...
1. Consider the following economy of Syldavia (a small open economy) Y=C+I+G+NX , NX = S-I Y=8000 G=750 T=750 C=1000+0.75(Y-T) I=1000-100r NX=500-500e r=r*=5 d. [ 5 points] Suppose the world interest rate drop from r=5 to 2percent (assume government G=750). Find the national saving, investment, trade balance, capital outflow and equilibrium exchange rate.
. A small open economy is characterized by the following set of equations: S 10 +100r* 15-100r* Y-50; G 50; r*-0.03 Find S, I and NX. If I increases by 2 for each r*, repeat part (a). a. b.
A small open economy is described by the following set of equations: C = 300 + 0.6(Y − T) I = 700 − 80r NX = 200 − 50ε G = T = 500 (Balanced Budget) (M/P)^d = Y − 200r M = 3, 000 P = 3 r ∗ = 5 (a) Derive and graph the IS∗ and LM∗ curves. (b) Calculate the equilibrium exchange rate, income and net exports. (c) Assume a floating exchange rate. Calculate what happens...
A small open economy has the following relationships among its variables: C = 50+0.75 (Y-T) I=200-20r NX = 200-50e M/P = Y-40r G = 200 T= 200 M=3.000 P= 3 r* = 4 Q1. Please calculate the following: Equilibrium Exchange Rate Net Export Income Q2. What will be the impact of increase in G by 100 on the exchange rate, income, net exports, and the money supply?
2. A small open economy is described by the following equations: C=50+0.75(Y-T) 1- 200 20 NX-200-50 G- 200 T-200 M 3000 P-3 r' = 5 (a) Derive and graph the IS and LM* curves. (b) Calculate the equilibrium exchange rate, level of income, and net exports (c) Assume a floating exchange rate. Calculate what happens to the exchange rate, the level of income, net exports, and the money supply if the government increases spending by 50. Use a graph to...
Consider an economy in long run equilibrium described by the following equations: Y = C + I + G + NX Y = 5000 G = 1000 T = 1000 C = 250 + 0.75*( Y - T ) I = 1000 - 50*r NCO = 500 - 50*r Where r is the real interest rate (in % terms). Suppose G rises to 1250 without any change in T. Solve again for the equilibrium real interest rate and the rest...
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!)...
Consider an open economy described by the following equations (all figures in millions of dollars): Y = C + I + G + NX Y = 8,000 (current value of output) G = 2,000 T = 1,000 + .1(Y) C = 450 + 0.75 (Y – T) I = 2,000 – 40 r NX = 700- 600ɛ (ɛ is the exchange rate) r = r* = 5 a) What is the current state of this economy in term of national...
Question 3 Consider a small open economy. Assume that the following variables are exogenously set: G=1,000; T=800; L=2,500; K=3,000; A=1 and a=0.3. In addition, the consumption function is given by: C=50+0.65(Y-T). Investment is given by: 1=1,000-20r Finally, the world real interest rate is 6% and net exports are given by: NX=500-100€ (e=real exchange rate) Using the long-run model developed in chapter 5, compute the equilibrium values of the following variables. National saving equals Investment equals Trade balance equals The real...
9.9. The following equations describe an economy: C = 2000 +0.75 (Y - T) Ip = 600 - 50r G = 500 NX = 0 T= 400 Md/P = 0.25 Y - 50r Ms/P = 500 What is the equation that describes the IS curve? a. Y = 11200 - 200 r. b. 2800 +0.75Y - 50 r C. Y = 2800 - 50 r d. Y = 2000 + 200 r (4 Points) Enter your answer