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LC
a =amount of labor to produce whine
LW some algebraic manipulation, we can rewrite
⇒With
the PPF equation into the standard form:
y = mx + b Q(w) =L/a – a /a *Q
⇒ LW LC LW c
N.B*: the absolute value of a /a is the slope of
LC LW
the PPF line, it equals the opportunity cost of
cheese in terms of wine (=how many gallons of wine
a country has to give up to make one more pound of
cheese)
→In conclusion, trade is beneficial for both countries
because it expands consumption possibilities (PPF)
since world production increases when each country 2
specializes in producing good in which has comparative advantage=before trade Country A and Country
B could consume anywhere within the gray lines, thanks to trade they can consume within blue
lines⇒What happens to relative price of products with international trade? Let’s look at prices in both
countries involved:
HOME (Country A) FOREIGN (Country B)
Pc P*c
Pw P*w
In autarchy (no trade), Pc>P*c and Pw<P*w, meaning that in Country A cheese costs more (so Country A
imports cheese), while in Country B wine costs
more (so Country B imports wine). If Country A
and Country B start trading, we need to find
relative prices when trade occurs=to do so we
look at the Relative Supply (RS) and Relative
Demand (RD)
- RD is a decreasing function of Pc/Pw
- RS is an increasing function of Pc/Pw
In the graph, the intersection of RD and RS
(point 1) is Pc/Pw before trade. If trade occurs,
RD moves to RD’, so Pc/Pw decreases (point
2)=this means that thanks to trade the relative
price of imported good decreases
FOCUS: RELATIVE PRICE
The relative price is defined as the price of one good or service in terms of another good or service at a
specific moment in time=that means that it is the ratio of two prices that helps understanding the value
of one good compared to the other⇒Pr=P1/P2
→ex. P =100; P =50 Pr =100/50=2
C W C THE HECKSCHER-OHLIN MODEL
SITUATION: 2 countries that produce 2 products (cloth and food) with 2 factors (labor and capital)
The Heckscher-Ohlin Model was built upon the Ricardo model, but it adds some elements: 1)
technology isn’t the only variable that triggers a difference between countries, but also differences in
resource endowment; 2) labor isn’t the only factor of production, but also capital (K)→Moreover, this
model introduces 2 key differences:
● RELATIVE ABUNDANCE: countries may have different amounts of factors of production, so
one country may have more labor/capital than the other (and viceversa)
● RELATIVE INTENSITY: when a country produces a certain good, it may use more of one
factor of production than the other
The H-O theorem affirms that: a country exports the good whose production uses with relative
intensity the factor of production of which that country has relative abundance (ex. a labor-abundant
country tends to export labor-intensive goods)
WEAKNESS: Leontief Paradox: in his studies Leontief analyzed the US finding a paradox in their
behavior. In fact, the US is a capital-abundant country, so it should export capital intensive goods, and
import labor-intensive goods=actually, the US exports were less intensive than US imports, so it
detached from the predictions of the model analyzed 3
→Now let’s look at the PPF, here here’s more than one factor of
production, so the opportunity cost is no longer constant,
therefore PPF is not a straight line, but a curve⇒in this case,
the PPF would be: L=a Q + a Q
LC C LW W
K=a Q + a Q
KC C KW W
What’s the output mix that a country chooses to produce? To
understand it, we need to draw the so-called isovalue lines that
are lines used to indicate the value of production: V=P Q +P Q
C C F F
A country chooses to produce at the point that maximizes the
value of production, this corresponds to point Q that touches the
highest possible isovalue line=at that point, the relative price
of cloth (Pc/Pf) equals the slope of the isovalue line
● What happens if one factor of production doubles? the
PPF will expand, since the country will be able to produce more
● What happens to output if relative prices are constant? If
one factor increases (ex. labor) and relative prices remain the
same, the PPF will expand disproportionately towards the
labor-intensive good=so the country will produce more
labor-intensive goods, less capital-intensive ones
→In conclusion, in this model trade is positive because it leads
to the convergence of relative prices, in fact if we take cloth (labor-intensive good), the relative price of
cloth will rise in the labor-abundant country and will fall in the labor scarce country until it converges
to a post-trade equilibrium price
TRADE AND DISTRIBUTION OF INCOME (H-O)
As we have seen, with international trade there’s a convergence of relative prices, this can affect the
distribution of income: owners of a country’s abundant factors gain from trade, but owners of a
country’s scarce factors lose⇒is trade responsible for increasing inequality? The H-O would suggest so,
but there’s little evidence that increasing inequality in advanced economies was causes by trade=actually,
the real main reason is the skill-biased technological change, so people who can utilize a certain
technology are advantaged compared to less educated ones
DUTCH DISEASE
The Dutch disease is the relationship between the increase in development of a specific sector (ex.
natural resources) and a decline in other sectors (ex. manufacturing; agriculture)→ex.) in 1959, the
Netherlands found out a great availability of natural gas, but instead of causing a growth in the country’s
economy, it provoked a drastic decrease in all other sectors⇒How to avoid Dutch disease? The most
logical thing is to stock resources instead of extracting and exporting it
SPECIFIC FACTOR MODEL
(RICARDO-VINER)
SITUATION: 2 countries that produce 2 products with 3 factors (labor and capital and land)
(T)⇒let’s remember that to produce cloth we use capital and labor (Q =Qc (K,L ); and to produce
C C
food we use land and labor (Q = QF (T, L )=so we can say that:
F F
● labor is a mobile factor
● land and capital are specific factors (used only in the production of one good) 4
The specific factor model states that there are some specific (fixed) factors which are necessary to
produce certain products, so a country cannot move factors of production as it wants⇒In this case, the
PPF would be:
Given this PPF (blue graph), we can consider
different situations→ex.) what happens if we
transfer labor (mobile factor) from the production
of one good to the other? If we put more labor in
cloth, the cloth production will rise, but not in a
linear way (gray graph)=in fact, additional labor
has diminishing returns=each additional
person-hour increases output by less than the
previous one because there is less capital per
worker
→Now let’s focus on the PPF: like in the H-O model, we see
that a country produces at the point where the isovalue slope
equals the relative price of cloth=therefore, an increase in
P /P causes the production to move down and to the right,
C F
corresponding to higher output of cloth, and lower output of
food
TRADE AND DISTRIBUTION OF INCOME (R-V)
Let’s assume the price of cloth increases (reminder: cloth is
capital-intensive good)⇒what’s the impact in terms of
income?
1) Capital owners will gain;
2) Land owners will lose;
3) Workers may benefit or not, since it depends on the importance of the good in their
consumption→N.B*: gains from trade are not evenly distributed across consumers due to
different consumption patterns that depend on distribution of income=so low-income people
will benefit the most, because if prices go lower, they can access a higher portion of goods
CONSUMPTION CHOICE
A consumption choice is based on consumers’ preference and relative price of goods→Let’s assume
that the economy’s consumption decisions were based only on tastes of a single consumer=if we look at
the graph, we see an indifference curve (IC), that shows the
consumer preference, so the combination of goods that leave the
consumer equally well off (indifferent)⇒They have some
characteristics:
● Downward sloping: if you have less good X, then you
must have more good Y to be equally satisfies
● The farther from the origin, the more consumers are
satisfied: consumers prefer having more of both goods
● IC become flatter when you move to the right: with more
good X than good Y, an extra unit of good X becomes less valuable
in terms of how many units of good Y you are willing to give up 5
TERMS OF TRADE
The terms of trade refers to the price of exports relative to the price of imports that determines the
amount of imported goods that you can purchase per unit of exported goods
Terms of trade (TT): Pex/Pimp
GENERAL RULE: an increase in terms of trade increases a country’s welfare, while a decline in
terms of trade decreases a country’s welfare
→When two countries trade (A and B), they have different PPFs,
but their relative prices are the same (=because trade convergences
relative prices)=let’s assume Country A exports cloth, if it has a
big growth on cloth, then the supply curve will increase⇒what’s
the effect on terms of trade? If the biased growth is in the cloth
industry, the price of cloth will decrease, that means that it will
lower the terms of trade for cloth exporters→ex.) Let’s analyze
the situation for Country A
Pc=3 (cloth: export)
Pw=2 (wine: import)
TT=3/2=1.5
=We said that Country A has a growth on cloth, so Pc decreases
going from 3 to 2, this means that TT change⇒TT=2/2=1→the
general rule affirms that if TT decreases, a country’s welfare
decreases as well, so in this case Country A looses (being the
country with a decrease in TT), while country B wins (being the country with an increase in
TT)→SUMMARY:
● Export-biased growth reduces a country’s terms of trade, reducing its welfare and increasing the
welfare of foreign countries
● Import-biased growth increases a country’s terms of trade, increasing its welfare and decreasing
the welfare of foreign countries
ECONOMIES OF SCALE AND INTERNATIONAL LOCATION OF PRODUCTION
Economies of scale are a source of international trade, and they depict a situation in which the more input
you put in, the more disproportionately the outputs will go up⇒Until now, we have seen models of
comparative advantage that had constant returns to scale, meaning that when inputs to an industry
increase at a certain rate, output increases at the same rate. However, there may be increasing returns to
scale, meaning that output increases at a faster rate=in this w