Question

Consider two countries and a single good produced competitively. At Home, the supply and demand curves for this good are give

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Answer #1

1. Equilibrium under Autarky

For home:

qs = qd

100 + 200p = 1900 – 400p

p = $3

q = 700

For foreign:

qs* = qd*

100p = 600 – 200p

p = $2

q = 200

2. To find which country will export and which will import the good we need to find the world price of good.

World demand (Qd) = qd + qd*

                                 = 2500 – 600p

World supply (Qs) = qs + qs*

                                 = 100 + 300p

Qd = Qs

2500 – 600p = 100 + 300p

900p = 2400

P = 2.66

At this price domestic demand and supply are:

qd = 1900 – 400(2.66) = 836

qs = 100 + 200(2.66) = 632

Foreign demand and supply

qd* = 600 – 200(2.66) = 68

qs = 100(2.66) = 266

Thus, there is excess demand in home and excess supply in foreign.

Therefore, home will import and foreign will export.

3. Free trade world price is $2.66 and quantity (Q) is

Q = 2500 – 600(2.66) = 904

4.

In the home country consumer surplus (CS), producer surplus (PS), and total surplus (TS)

Home Price F Demand +-Supply +World price -500 0 500 1000 1500 2000 2500 Quantity

Before trade is:

CS = area (ABE) = 0.5 * 700 * 2 = 700

PS = area (OCEB) = 0.5 * (100 + 700) * 3 = 1200

TS = CS + PS = 1900

After trade is:

CS = area (AFD) = 0.5 * 836 * 2.34 = 978.12

PS = area (OCGD) = 0.5 (100+ 632) * 2.66 = 973.56

TS = CS + PS = 1951.68

In the foreign country:

Foreign 3.5 34 2.66 2.5 7G Price Demand Supply + World Price 0 100 200 300 400 500 600 700 Quantity

Before trade:

CS = area (AEC) = 0.5 * 200 * 1 = 100

PS = area (OEC) = 0.5 * 200 * 2 = 200

TS = CS + PS = 300

After Trade:

CS = area (ADG) = 0.5 * 68 * 0.34 = 11.56

PS = area (OFG) = 0.5 * 266 * 2.66 = 353.78

TS = CS + PS = 365.34

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