Consumer |
1.
Every consumer is faced with a common problem:
how to spend his limited income on one or two goods so as to get maximum
satisfaction out of the expenditure incurred.
2.
Consumer’s equilibrium is defined as a situation
when a consumer allocates his income on one or two goods in such a way that he
gets maximum satisfaction.
3.
There are two alternative approaches for the
attainment of consumer’s equilibrium, namely
(i)
Utility approach and
(ii)
Indifference curve approach.
4.
The utility approach, also known as cardinal
utility approach provides an explanation to the consumer’s equilibrium by
making use of the of utility, total utility, marginal utility, law of
diminishing marginal utility and law of equi-marginal utility.
5.
Utility is the most satisfying power of a
commodity. In other words, utility is the amount of satisfaction which consumer
derives from the consumption of a good. There are two concepts of utility: (I)
total utility and (II) marginal utility.
6.
Total
utility is defined as the total satisfaction a consumer obtains from a
given amount of a particular commodity. Total utility is the sum of the
marginal utilities obtained from the consumption of different units of a
commodity, I.e., TU=MU1+MU2+……MUn=∑MU.
7.
Marginal utility is an addition made to total
utility by consuming an additional (extra) unit of a commodity. Symbolically,
MU=ΔTU/ΔQ or MUnth= TUn-TUn-1.
8.
Relationship between TU and MU:
(i)
So long as MU is positive, TU rises,
(ii)
When MU becomes zero, TU is maximum and
(iii)
When MU is negative, TU falls.
9.
Law of diminishing marginal utility is the
fundamental law of utility approach to consumer’s equilibrium. This law states
that as more and more units of a commodity are consumed, the marginal utility
obtained from each successive unit goes on diminishing.
10.
Law of equi-marginal utility states that the
consumer, in order to maximize his satisfaction, should spend his money on two
goods in such a manner that the ratio of marginal utility of a commodity to its
price becomes equal to the ratio of marginal utility of the other commodity to
its price.
11.
Consumer’s
equilibrium through utility approach. The attainment of consumer’s equilibrium
through the utility approach is studied under two headings (i) one commodity
case and (ii) two commodities case.
(i)
In case of a
single commodity, the consumer attains equilibrium when the marginal utility
derived from the consumption of a commodity becomes equal to its price.
Mathematically, the condition for consumer’s equilibrium given by utility
approach is expressed as,
MUx=Px
In this equilibrium position, the consumer
gets maximum satisfaction. Graphically, the consumer’s equilibrium in case of
one commodity is shown:
(ii)
In case of two
commodities, the consumer attains equilibrium when the ratio of marginal
utility of a commodity to its price becomes equal to the ratio of marginal
utility of the other commodity to its price. Mathematically, the condition for
consumer’s equilibrium in case of given by the utility approach is expressed
as:
MUx/Px=
MUY /PY
This is however, subject to the budget
constraints that the money spent first equals income, i.e.,
Px
.Q x +Py .Q y = M(income)
Graphically, the consumer’s equilibrium in
case of two commodities is shown as:
fig.1 Consumer equilibrium in single commodity |
12.
Consumer’s
equilibrium through indifference curve approach; prof.J.R.Hicks and R.G.D. Allen have explained consumer’s
equilibrium in case of two commodities by making use of the concepts of
indifference map and budget line (or price line).
(i)
Indifference map.
A set of indifference curve drawn according to different levels of satisfaction
is called an indifference map. An indifference curve shows the different
combinations of two goods which gives equal satisfaction to the consumer. The
consumer is indifferent about the combinations.
(ii)
Budget line.
Budget line (or price line) shows the
different combinations of two goods which the consumer can actually purchase in
the the market with his given income and price of the two commodities.
fig.2 Consumer equilibrium in two commodities |
Consumer’s equilibrium. According to
indifference curve approach, a consumer is in equilibrium at a point where the
budget line is tangent to indifference curve, i.e., the point where the slope
of the indifference curve is equal to the slope of the budget line. Mathematically,
the condition for consumer’s equilibrium given by the indifference curve
approach is expressed as:
MRSxy=Px/Py
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