Terms of Trade
The gains from international trade depend upon the terms of trade
which refers to the ratio of export prices to import prices.
It is the rate at which the goods of one country are exchanged for
goods of another country. It is expressed as the relation between export prices
and import prices. Terms of trade improves when average price of exports is
higher than average price of imports.
The different concepts of terms of trade were classified by Gerald
M.Meier into the following three categories:
Terms of Trade related to the Ratio of Exchange between
Commodities
This type was developed by Taussig in 1927.The ratio between the
prices of exports and of imports is called the “net barter terms of trade’. It
is named by Viner as the ‘commodity terms of trade’.
It is expressed as:
Tn= (Px / Pm) x 100
Where,
Tn = Net Barter Terms of Trade
Px = Index number of export prices
Pm = Index number of import prices
This is used to measure the gain from international trade. If ‘Tn’
is greater than 100, then it is a favourable terms of trade which will mean
that for a rupee of export, more of imports can be received by a country.
This was developed by Taussig in 1927 as an improvement over the
net terms of trade. It is an index of relationship between total physical
quantity of imports and the total physical quantity of exports.
Tg = (Qm/Qx) x 100
Where, Qm = Index of import quantities
Qx = Index of export quantities
If for a given quantity of export, more quantity of import can be
consumed by a country, then one can say that terms of trade are favourable.
The income terms of trade was given by G.S.Dorrance in 1948. It is
the index of the value of exports divided by the price index for imports
multiplied by quantity index of experts. In other words, it is the net barter
terms of trade of a country multiplied by its exports-volume index.
Ty = (Px / Pm)Qx
Where, Px = Price index of exports
Pm = Price index of imports
Qx = Quantity index of exports
Viner has devised another concept called ‘‘the single factoral
terms of trade’’ as an improvement upon the commodity terms of trade. It
represents the ratio of export-price index to the import-price index adjusted
for changes in the productivity of a country’s factors in the production of
exports. Symbolically, it can be stated as
Tf = (Px / Pm) Fx
Where, Tf stands for single factoral terms of trade index. Fx stands for productivity
in exports (which is measured as the index of cost in terms of quantity of
factors of production used per unit of export).
Viner constructed another index 1called ‘‘Double factoral terms of
Trade’’. It is expressed as
Tff = (Px / Pm) (Fx / Fm)
which takes into account the productivity in country’s exports, as
well as the productivity of foreign factors. Here, Fm represents import index
(which is measured as the index of cost in terms of quantity of factors of
production employed per unit of imports).
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