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draw the trade defecit diagram following an increase in domestic demand
notes
draw the interest parity diagram (interest gives exchange rate)
notes
draw j curve
notes
draw unconventional mp (qe)
notes
what does arbitrage imply?
Arbitrage implies that the domestic interest rate must be (approximately) equal to the foreign interest rate minus the expected appreciation rate of the domestic currency.
what does the choice between domestic and foreign goods depend on?
what does the choice between domestic and foreign assets depend on?
- The choice between domestic goods and foreign goods depends primarily on the real exchange rate.real exchange rate is not just what we observe by looking at the newspaper wheat we observe i s the nominal exchange rate- need to know how much we can buy with our goods abroad.
- The choice between domestic assets and foreign assets depends primarily on their relative rates of return, which in turn depends on domestic interest rates and foreign interest rates, and on the expected depreciation of the domestic currency.
determinants of c, i, g in a closed economy
C + I + G= C(Y-T) +I(Y, i) +G
+) (+, -
equation for demand for domestic goods in a open economy
Z= C+I+G- IM/ ε+X
The first three terms—consumption, C, investment, I, and government spending, G
constitute the domestic demand for goods (DD) C+I+G is the output in a closed economy but in open economy the domestic demand for goods
equation for net exports
• First, we subtract imports (in terms of domestic goods)
• Second, we must add exports.
Imports divided by the real exchange rate- want the value of imports in terms of domestic goods. Difference between exports and imports can also be defined as net can just be plus net exports.
Note that N X= X(Y*,ε) -IM(Y,ε)/ε
determinants of exports
X=X(Y,ε)
(+ , -)
An increase in foreign income, Y, leads to an increase in X exports.
§ An increase in the real exchange rate, epsilon, ε, leads to a decrease in X exports because an appreciation makes domestic goods more expensive and foreign goods cheaper
open economy version of the is and lm relations:
IS curve Y= C(Y-T) +I(Y, i) +G +NX(Y, Y, 1+ i / 1+i ̅E^e)
IS curve nowhas income, ofreign income and the interest parity condition
LM curve i = ̅i
LM curve exactly the same as before
An increase in the interest rate (i) now has two effects: when the central bank changes i
§ The first effect, which was already present in a closed economy, is the direct effect on investment. (↑i → ↓I → ↓Y) reduction in investment and output
§ The second effect, which is present only in the open economy, is the effect through the exchange rate. (↑i → ↑E → NX↓→ Y↓)
IS-LM linked with the interest parity condition: what does an increase in the interest rate do to ouput?
an increase in the interest rate reduces output both directly and indirectly (through the exchange rate): The IS curve is downward sloping. Given the interest rate, an increase in output increases the interest rate: The LM curve is horizontal as before. The IP relation is upward sloping to reflect the fact that higher i will lead to higher E.
real exchange rate equation
ε = EP/ P*
In words: The real exchange rate, ε , is equal to the nominal exchange rate, E, times the domestic price level, P, divided by the foreign price level, P*
why do we need the marshall Lerner condition
NX= X (Y*, ε) - IM (Y, ε) / ε
When there is a change in the real exchange rate we can see that that change appears in 3 different places which makes it hard to understand.
As the real exchange rate, ε, enters the right side of the equation in three places, this makes it clear that the real depreciation (↓ε) affects the trade balance through three separate channels:
- Exports, X, increase.
- Imports, IM, decrease.
- The relative price of foreign goods in terms of domestic goods, 1/ε , increases. When epsilon goes down this ratio goes up. How do we know what the final impact is when these are all opposing?
Its ambiguous so we need to make an assumption: the marshall- Lerner condition
what is the marshall Lerner condition?
The Marshall-Lerner condition is the condition under which a real depreciation (↓ε ) leads to an increase in net exports (NX↑) because we are going to assume that one of the effects is going to dominate
Note that for this to happen:
o Exports must increase enough and Imports must decrease enough to compensate for the increase in the price of imports, i.e.,
(+ - + )
Change in X > change in IM * change in (1/ε)
Whenever we have a real depreciation net exports will go up because the change in exports is bigger than the rest