Revenue curves under Different markets
Consumer’s equilibrium refers to optimum choice of the consumer. It is reached when he maximizes his satisfaction. According to Indifference Curve analysis, the consumer reaches his equilibrium (optimum choice or commodity bundle) when the following two conditions are satisfied:
(1)
MRSXY (Slope of the IC) = (Slope of the budget line/ Price Line)
(2)
IC is convex at the point of equilibrium Or MRS falls continuously as more is
consumed of one good in place of another.
Rationale Behind Conditions of Equilibrium
Condition1:MRSXY = Px/Py
[Slope of IC = Slope of Price line OR IC and price line are tangent to each other]
The consumer will strike his equilibrium only when MRSXY = Px/Py. Because at no other point (within the range of available/feasible combinations of Good-X and Good -Y) can he maximize satisfaction.
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| E is the point of consumer equilibrium |
Condition
2: IC is convex at the point of equilibrium
Or MRS falls continuously as more is consumed of one good in place of another.
At the point of equilibrium, IC must be convex to the origin. Convexity of IC is in accordance with the Law of diminishing marginal utility. However, when the IC is concave and the Law of diminishing marginal utility is not in operation, the consumer will continue to consume more and more of one commodity, getting higher marginal utility from its every successive unit. The consumer will not be able to strike any stable equilibrium in such a situation.
Hence, the conclusion is that only convexity of IC allows a stable equilibrium NOT the Concavity.
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