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Question
-Home’s demand curve for Christmas trees is,
D= 120−20P.
Its supply curve is,
S= 40 + 20P.
Derive and graph Home’s import demand schedule. What would the price of Christmas
trees be without any trade?
-Now add Foreign, which has a demand curve.
D* = 100−20P
and a supply curve,
S*= 60 + 20P
a) Derive and graph Foreign’s export supply curve and find the price of Christmas
trees that would prevail in Foreign in the absence of trade.
b) Now allow Foreign and Home to trade with eachother, at zero trade cost. Find and
graph the equilibrium under free trade. What is the world price? What is the volume of
trade?
ans
for home country
D=120-20P
S= 40+20P
for without trade price
D=S
120-20P = 40+20P
80 = 40P
P= 2
Q= 120-20P
= 120- 20*2 = 80
now import demandcurve can be determined by subtracting home supply from domestic demand below the equilibrium price
MD= D-S
=120-20P - 40- 20P= 80-40P
MD=80-40P
ans a) foreign market without trade
D* = 100−20P
S*= 60 + 20P
without trade equilibrium
D* = S*
100−20P =60 + 20P
40= 40P
P=1
so export supply curve of foreign country will be given supply minus domestic demand above price in foreign market without trade
XS = 60+20P -100+20P
XS = -40 +40P
b)
under free trade
trade will take place where import demand= export supply
MD=80-40P
XS = -40 +40P
80-40P =-40 +40P
120 = 80P
P= 1.5 is the world price
volume of trade = MD= XS = -40+40 (1.5) = 20
P | MD=80-40P |
2 | 0 |
1.5 | 20 |
1 | 40 |
P | XS=-40+40P |
1 | 0 |
1.5 | 20 |
2 | 40 |
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