Specific Factors Model Flashcards
How can trade effect distribution of income
Resources cannot move immediately and free from one industry to another. (Like prev models predict)
Industries differ in factors of production they demand
So role of specific factors model
Allows trade to affect income distribution
Model build
2 goods X & Y
Labour homogenous and used in producing both goods
X needs specific capital K
Y needs specific capital T
Thus what are the production functions for X and Y, and total labour endowment
X =X(LX,K)
Y =Y(LY,T)
and total labour endowment is given by
LX + LY = L
Production possibilities when labour shifts from one sector to the other e.g from Y to X
When labour moves from Y to X, production Y falls while output of X rises at a slowing rate.
Production function for X diagram
Four quadrant diagram for deriving the PPF
Production possibilities frontier is curved because…
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How do we find how much labour is employed in each sector
By considering supply and demand e.g more demand in product, more demand labour
Where do employers maximise profits
i.e demand for labour function in sectors X and Y
W = VMPLx
W = VMPLy
As labour is mobile, wages should be equal. If one wage was higher, workers move to that sector to equalise wages
Demand for labour diagram (simple)
Downward sloping as wage falls as MPL falls (recall basic MPL schedule
What if we increase the amount of the fixed factor? E.g giving more capital to labour
Shift upwards in demand for labour since MPL increases for that given amount of labour
(More capital to work with, higher K/L ratio)
Equilibrium allocation of labour
Where 2 demand curves intersect gives the wage (since equal) , and intersection gives the allocation of labour between the 2 sectors X and Y
Pg 11
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