Feenstra, Advanced International Trade Chapter 1: Preliminaries: Two-Sector Models We begin our study of international trade with the classic Ricardian model, which has two goods and one factor...

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Feenstra, Advanced International Trade
Chapter 1: Preliminaries: Two-Sector Models
We begin our study of international trade with the classic Ricardian model, which has two goods and one factor (labor). The Ricardian model introduces us to the idea that technological differences across countries matter. In comparison, the Heckscher-Ohlin model dispenses with the notion of technological differences and instead show how factor endowments form the basis for trade. While this may be fine in theory, it performs very poorly in practice: as we show in the next chapter, the Heckscher-Ohlin model is hopelessly inadequate as an explanation for historical or modern trade patterns unless we allow for technological differences across countries. For this reason, the Ricardian model is as relevant today as it has always been. Our treatment of it in this chapter is a simple review of undergraduate material, but we will have the opportunity to refer to this model again at various places throughout the book. After reviewing the Ricardian model, we turn to the two-good, two-factor model which occupies most of this chapter and forms the basis of the Heckscher-Ohlin model. We shall suppose that the two goods are traded on international markets, but do not allow for any movements of factors across borders. This reflects the fact that the movement of labor and capital across countries is often subject to controls at the border and generally much less free than the movement of goods. Our goal in the next chapter will be to determine the pattern of international trade between countries. In this chapter, we simplify things by focusing primarily on one country, treating world prices as given, and examine the properties of this two-by-two model. The student who understands all the properties of this model has already come a long way in his or her study of international trade.



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Feenstra, Advanced International Trade Chapter1: Preliminaries: Two-SectorModels Webeginourstudyofinternational trade withtheclassicRicardianmodel,whichhas twogoods andonefactor (labor). TheRicardian model introduces us to theideathat technological differences across countries matter. In comparison, theHeckscher-Ohlin model dispenses withthenotionoftechnological differences and instead showhow factor endowments form thebasis fortrade. Whilethis maybe finein theory,it performs verypoorlyinpractice: as weshowinthenext chapter,theHeckscher-Ohlin model is hopelesslyinadequateas an explanationforhistorical ormoderntradepatterns unless weallowfortechnological differences across countries. Forthis reason,theRicardianmodel is as relevant todayas it has always been. Ourtreatment ofit inthis chapteris asimplereviewofundergraduatematerial,but wewill have theopportunityto referto this model again at various places throughout thebook. AfterreviewingtheRicardian model, weturntothetwo-good,two-factor model which occupies most ofthis chapterandforms thebasis oftheHeckscher-Ohlin model. Weshall supposethat thetwogoods aretradedoninternationalmarkets,butdonotallowforany movements offactors across borders. This reflects thefact that themovement oflaborand capital across countries is often subject to controls at theborder and generallymuch less free thanthemovement of goods. Ourgoal inthenextchapterwillbetodeterminethepatternof international tradebetween countries. In this chapter,wesimplifythings byfocusingprimarily on onecountry,treatingworldprices as given,andexaminetheproperties ofthis two-by-two model. Thestudent who understands all theproperties ofthis model has alreadycome along wayinhis orherstudyof international trade.Feenstra, Advanced International Trade 1-2 RicardianModel Indexinggoods bythesubscript i,let a denotethe laborneededperunit of productionof i * each good at home, whileaisthelaborneedperunitofproductionintheforeigncountry, i i=1,2. Thetotal laborforceat homeis...



Answered Same DayDec 21, 2021

Answer To: Feenstra, Advanced International Trade Chapter 1: Preliminaries: Two-Sector Models We begin our...

David answered on Dec 21 2021
118 Votes
Answer to 1.2:
f(λL, λK) = λf(L, K)
λ fL(λL, λK) = λ fL(L, K), implies fL(L, K) = fL(λL, λK) …
………..(1) or
fL(λL, λK) = λ
0 fL(L, K) [as λ
0 = 1]
The expression fL(L, K) = fL(λL, λK), implies that if all inputs in marginal production
function (of labor) is increased by proportion ‘λ’, then there is no change in the
marginal product of labor. Thus it can be concluded that marginal product function
is homogeneous function with degree zero.
We take expression fL(λL, λK) = fL(λL/ λK, 1) =fL(L/K, 1)...
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