Indifference curve ,properties,assumption,marginal rate of substitution,consumer equilibrium with the help of indifference curve ,ciritism on
Answers
→ It is the graphical representation of indifference set . Showing combination of two goods which provides equal level of satisfaction to the consumer at every point of Curve.
1→ IC slopes downward.
2→ IC is convex to the origin.
3→ Higher IC show higher level of satisfaction.
4→ ICs never cross or intersect .
5→ IC never touches x or y axis .
1→ Money income of consumer is given.
2→ The consumer spends his income on two goods which can be substituted for each other.
3→ Consumer's preference for two goods is well defined.
4→ More of goods will give more of satisfaction. This is known as Monotonic preference.
5→ The consumer is rational.
Marginal rate of substitution ( MRS ) refers to the rate at which the consumer is willing to substitute one good for other.
The consumer's equilibrium refers to the optimum choice of the consumer.
He strikes equilibrium point when :-
1 → MRS xy =
2 → IC is convex at the point of equilibrium.
Hope it helps
Answer:
ndifferencecurve
→ It is the graphical representation of indifference set . Showing combination of two goods which provides equal level of satisfaction to the consumer at every point of Curve.
\huge{Properties}Properties
1→ IC slopes downward.
2→ IC is convex to the origin.
3→ Higher IC show higher level of satisfaction.
4→ ICs never cross or intersect .
5→ IC never touches x or y axis .
\huge{Assumption}Assumption
1→ Money income of consumer is given.
2→ The consumer spends his income on two goods which can be substituted for each other.
3→ Consumer's preference for two goods is well defined.
4→ More of goods will give more of satisfaction. This is known as Monotonic preference.
5→ The consumer is rational.
\huge{MRS}MRS
Marginal rate of substitution ( MRS ) refers to the rate at which the consumer is willing to substitute one good for other.
\huge{Consumer\:equilibrium}Consumerequilibrium
The consumer's equilibrium refers to the optimum choice of the consumer.
He strikes equilibrium point when :-
1 → MRS xy = \frac{Px}{Py}
Py
Px
2 → IC is convex at the point of equilibrium.
Hope it helps