What is an indifference curve? Explain the properties of indifference curve.
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a curve on a graph (the axes of which represent quantities of two commodities) linking those combinations of quantities which the consumer regards as of equal value.
Properties:
1. Indifference Curves are Downward Sloping
2. Higher Indifference Curves Are Preferred to Lower Ones
3. Indifference Curves Cannot Intersect
4. Indifference Curves are convex (i.e. bowed inward)
In a Nutshell
Indifference curves are graphical representations of various combinations of two commodities which an individual considers equally valuable. They are used to analyze consumer preferences and a number of other concepts. There are four important properties of indifference curves that describe most of them: (1) Indifference curves are downward sloping, (2) higher indifference curves are preferred to lower ones, (3) indifference curves cannot intersect, and (4) indifference curves are convex (i.e. bowed inward).
[Source: Google, Quickonomics]
Properties:
1. Indifference Curves are Downward Sloping
2. Higher Indifference Curves Are Preferred to Lower Ones
3. Indifference Curves Cannot Intersect
4. Indifference Curves are convex (i.e. bowed inward)
In a Nutshell
Indifference curves are graphical representations of various combinations of two commodities which an individual considers equally valuable. They are used to analyze consumer preferences and a number of other concepts. There are four important properties of indifference curves that describe most of them: (1) Indifference curves are downward sloping, (2) higher indifference curves are preferred to lower ones, (3) indifference curves cannot intersect, and (4) indifference curves are convex (i.e. bowed inward).
[Source: Google, Quickonomics]
Answered by
4
Indifference curve refers to the graphical representation of various alternative combinations of bundles of two goods among which the consumer is indifferent .
Properties :-
♥ They are always convex to the origin .
♥ They slope downwards .
♥ They represent higher levels of satisfaction .
♥ They can never intersect each other .
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