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Isovalue lines
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In [[microeconomics]], in a standard trade model with two products, an '''isovalue line''' is the vector of combinations for which the [[market value]] of total production is constant.<ref>{{Cite web |last=Fernández |first=Èric Roca |date=2019-07-11 |title=The Standard Trade Model |url=https://eric-roca.github.io/courses/international_trade/standard_trade_model/ |access-date=2024-11-27 |website=Èric Roca Fernández |language=en-us}}</ref><ref>{{Cite web |title=Econ 325 - The Standard Trade Model |url=http://qed.econ.queensu.ca/pub/faculty/lewb/325_LecStandard.html |access-date=2024-11-27 |website=qed.econ.queensu.ca}}</ref> The formula for isovalue line V is: <math>V=QxPx+QyPy</math> in which: Q is quantity P is price x and y are products. For example: Assume an economy that only produces bread and wine and in which relative prices are fixed, say one bottle of wine equals the price of three breads. The isovalue line V (in a graph with bread as ''x'' and wine as ''y'') slopes less than 45° downward. The exact slope is derived from the wine/bread price relation, in this case -1/3. ==References== {{Reflist}} {{DEFAULTSORT:Isovalue Lines}} [[Category:Microeconomics]] {{microeconomics-stub}}
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