TERM 1: RER Flashcards
LOOP STATES
the same good should cost the same abroad and at home.
LOOP formula for a given good i
Pi = Pi*S
The nominal ER measures
S = how much domestic currency is needed to buy 1 unit of foreign currency.
LOOP holds for (4)
Gold, oil, wheat, luxury consumer goods
LOOP fails for (5)
Big Mac; housing; transportation; haircuts; restaurant meals.
4 reasons why LOOP fails
- Good has non-traded inputs
- Gov policies / regulations e.g. taxes
- Barriers to trade e.g. tariffs/quotas
- Pricing to specific markets e.g. pharmaceuticals
PPP measures
the average cost of a basket of goods across one country w.r.t. another - a cost of living comparison.
RER formula
RER = e = SP* / P
Price of a foreign basket in domestic currency / price of domestic basket in domestic currency.
If e=1
absolute PPP holds: same cost of living abroad and at home.
If e>1
SP* > P
The home basket is undervalued/foreign overvalues.
Cost of living higher abroad compared to at home.
If e<1
SP*<p></p>
If LOOP holds for all goods, does e=1 have to hold? Why/why not?
NO because the domestic and foreign baskets could:
(1) Have different goods
(2) Have different weights for same goods
Difference between absolute and relative PPP formulas
Absolute PPP: e=1 - prices same
Relative PPP: change in e = 0 - prices move together over time, but not necessarily equal.
What does relative PPP mean for the RER?
change in e=0
Therefore RER is constant over time
Logs to show relative PPP
ln(et) = ln(StPt*) - ln(Pt)
ln(StPt*) should move in tandem with ln(Pt) over time.
Does relative PPP hold?
YES - in the long run
NO - in the short run it can be very volatile.
If e decreases, what does this mean for the domestic currency?
e decreases = RER appreciation for the domestic currency
If e increases, what does this mean for the domestic currency?
e increases = RER depreciation for domestic currency.
Test 2 of relative PPP using k period log differences formula. If relative PPP holds…
ln(et) - ln(et-k) = ln(Pt/Pt-k) - ln(Pt/Pt-k) + ln(St/St-k). If relative PPP holds:
ln(Pt/Pt-k) - ln(Pt/Pt-k) = -ln(St/St-k)
Difference between foreign and domestic inflation rates = nominal ER depreciation of foreign currency against domestic.
IF St falls this means:
Require fewer dollars to buy 1 unit of foreign currency = dollar appreciates, but foreign currency depreciates and e falls (if no change in prices.
IF St rises this means:
Require more dollars to buy 1 unit of foreign currency = dollar depreciates, foreign currency appreciates and e rises (if no change in prices)
What SHOULD happen to the nominal ER if foreign inflation > domestic inflation?
If foreign inflation>domestic. e rises: RER depreciation for the dollar, appreciation of foreign currency. To offset this, we need S to fall i.e. foreign currency to depreciate.