--%>

Open-Economy Macroeconomics

Open-Economy Macroeconomics

 

Suppose the structure of an economy with a flexible exchange rates is represented by:

 

C = 200 + 0.85*(Y - T)                                                    L(r, Y) = 0.25*Y - 25*r

T = 200                                                                                                      MS/P = 2250

I = 1700 - 25*r

G = 1800

NX = 900 - 200*e                        where e represents the real exchange rate.

 

(a)    Explain intuitively why net exports (NX) depend negatively on the real exchange rate.

 

 

 

(b)   Derive the equation for the IS curve.

[HINT: Recall that the equilibrium in the goods market for an open economy is given

by Y = C + I + G + NX; then solve for Y as a function of r and e]

 

 

(c)    Derive the equation for the LM curve.

[HINT: Recall that the equilibrium in the financial market is given by MS/P = L(r,Y); then solve for Y as a function of r]

 

 

(d)   When there is perfect capital mobility, it is possible to assume that the equilibrium in international capital markets implies that interest rates here and abroad must be equal.  That is,

 

r = rf

 

Otherwise, capital would move towards more profitable markets.  Assume that this economy cannot control the foreign interest rate (rf).  That is, the interest rate is exogenously determined (i.e., determined outside the model).  Notice that in this case, the equilibrium in the financial market (the LM) is enough to determine equilibrium Y.  Calculate equilibrium Y if rf = 2.

 

 

(e)    Calculate equilibrium C, I and NX. [HINT: Knowing Y and r, it is possible to pin down C and I.  Also, with Y, C, I and G and knowing that Y = C + I + G + NX, can pin down NX]

 

 

(f)    What is the value of e that guarantees equilibrium in the goods market? Now, we will study the impact of fiscal and monetary policy for both a flexible exchange rate regime (or "free floating") and a fixed exchange rate regime (or "peg").

 

Flexible Exchange Rates

 

(g)   Suppose G increases by 90.  Assuming flexible exchange rates, show graphically what happens after a expansionary fiscal policy.  Does equilibrium Y output increase?  Why?  Calculate the new equilibrium output.

 

 

   Related Questions in Macroeconomics

  • Q : What is the difference between profit

    What is the difference between profit and producer surplus?

  • Q : Market price decrement according to

    When heroin were legalized, in that case the: (w) market price of heroin would drop considerably. (x) demand would raise although supply would decrease. (y) demand would decrease but supply would increase. (z) price of cocaine would raise.

    Q : Paradox of Value-total utility and

    I have a problem in economics on Paradox of Value-total utility and marginal utility. Please help me in the following question. Water is more precious than diamonds when measured by _____, however less valuable when measured by _____. (i) Total cost, total benefit. (i

  • Q : Interest receipt Why is interest

    Why is interest received classified as revenue receipt? Answer: Interest received is a revenue receipt since it does not build any liability nor it leads to the red

  • Q : Determinants of transaction demand.

    With the help of graph discuss the determinants of transaction demand.

  • Q : Define fiscal policy Define fiscal

    Define fiscal policy? Answer: Fiscal policy is the revenue and expenditure policy of government with a view to combat the state of inflationary or deflationary gap

  • Q : Surplus of the good Describe when there

    Describe when there will be a surplus of the good?

  • Q : Define Macro Economics Macro Economics

    Macro Economics: Macro economics studies the economy as an entire.

  • Q : Merger and acquisition of firms

    Question: Suppose firm 1 and firm 2 merge. Call the new firm A. It has output xA and profit πA. Suppose there is Cournot competition after the merger. For now, we assume that the marginal cost of Firm A, the mer

  • Q : Fiscal and Monetary policies How can

    How can governments seek to control their national economies through fiscal and monetary policies?