Title: The Theory of Individual Behavior
1The Theory of Individual Behavior
2The Basis for Consumer Demand
- The ability of goods and services to satisfy
consumer wants is the basis for consumer demand. - Utility theory helps us understand the basis for
demand since it explains the relationship between
consumer satisfaction and the goods and services
consumed.
3Utility Functions
- A mathematical representation of the relationship
between total utility and the consumption of
goods and services. - Utility f(Goods, Services)
- The utility function is shaped by
- the tastes and preferences of consumers, and
- the quantity and quality of available products.
4Utility Functions
- The utility derived from consumption is
intangible. - Consumers reveal their preferences through
purchase decisions and provide tangible evidence
of the utility they derive from various products.
5Marginal Utility
- Measures the added satisfaction derived from
one-unit increase in consumption of a particular
good or service, holding consumption of all other
goods and services constant.
6Total and Marginal Utility
7Total and Marginal Utility
- The marginal utility is diminishing as
consumption of sandwiches is increasing. - Each sandwich costs 1.
- 1st sandwich
- cost per unit of utility 1/5 0.20
- 2nd sandwich
- cost per unit of utility 1/4 0.25
8Total and Marginal Utility
- As a result of diminishing marginal utility, the
cost of each marginal unit of satisfaction
increases as we increase our consumption of
sandwiches. - Assume that the consumer has alternative
consumption opportunities that would provide one
additional unit of utility for 20. - Then, the consumer will be willing to increase
the consumption of sandwiches only if sandwich
prices were to fall.
9Total and Marginal Utility
- If the required price/marginal utility trade-off
for sandwiches is 20 per unit of satisfaction,
then the consumer will pay 1 for a single
sandwich. - In order for the consumer to purchase one more
sandwich, the second sandwich should cost only
80 (20 x 4 units of satisfaction). - Similarly, in order for the consumer to purchase
the third sandwich, the third sandwich should
cost only 60 (20 x 3 units of satisfaction).
10The Law of Diminishing Marginal Utility
- As an individual increases consumption of a given
product, the marginal utility gained from
consumption eventually declines. - This law gives rise to a downward-sloping demand
curve for all goods and services.
11The Demand Curve
12Consumer Choice
- Products are frequently consumed as parts of a
basket of goods and services. - Within this basket, products can be substituted
for each other. - The substitution occurs at different degrees for
different pairs of products.
13Consumer ChoiceTotal and Marginal Utility
14Consumer ChoiceIndifference Curves
- E.g. A consumer can choose to buy a basket with a
high proportion of total expenditures devoted to
services or vice versa. - For this consumer, a large number of baskets can
be created that provide the same level of utility
to the consumer. - An indifference curve represents all market
baskets among which the consumer is indifferent
about choosing.
15Indifference Curves
16Indifference Curves
- Indifference curves will never intersect with
each other. - Higher curves will represent higher levels of
utility. - The consumer will want to consume a basket on a
relatively higher indifference curve in order to
increase/maximize his/her utility.
17Marginal Rate of Substitution
- The slope of each indifference curve equals the
change in goods (?Y) divided by the change in
services (?X). - Marginal rate of substitution is the slope
relation that shows the change in the consumption
of Y (goods) necessary to offset a given change
in the consumption of X (services) if the
consumers overall level of utility is to remain
constant. - MRS ?Y / ?X slope of an indifference curve
18Marginal Rate of Substitution
- MRS is not constant along an indifference curve.
- MRS usually declines as the amount of
substitution increases. - MRS declines because of the law of diminishing
marginal utility.
19Marginal Rate of Substitution
- When we move from a left-hand-side point to a
right-hand-side point on a given indifference
curve -
- the loss in utility associated with a reduction
in Y is equal to ?U MUY x ?Y. -
- the gain in utility associated with an increase
in X is equal to ?U MUX x ?X. -
20Marginal Rate of Substitution
- Along an indifference curve, the utility level
does not change. - Therefore, the absolute value of the change in
utility for reducing Y needs to be equal to the
change in utility for increasing X. - So, the following must be true
- MUY x ?Y - (MUX x ?X )
- The absolute value of the changes utility must be
the same and the signs must be opposite in order
for U to stay constant.
21Marginal Rate of Substitution
- When MUY x ?Y - (MUX x ?X ) is true, the
following must also be true -
- MRSXY Slope of an indifference curve
-
- The slope of the indifference curve is
determined by the ratio of the marginal utilities
derived from each product.
22Consumer ChoiceBudget Lines
- The second important determinant of the consumer
choice is the existence of a budget constraint. - A budget line represents all combinations of
products that can be purchased for a fixed
dollar/lira amount
23Consumer ChoiceBudget Lines
- Total Budget Spending on Goods Spending on
Services -
- B PY Y PX X
-
- The expression for the budget line becomes
24Budget Line
25Decrease in Price of Y
26Effect of Price Changes
- Consumer is affected in two ways
- 1. Income Effect With the same budget, a price
decrease allows higher consumption (higher
indifference curve) and a price increase causes
lower consumption (lower indifference curve). - Change in the quantity demanded as a result of a
change in the consumers real income (real income
changes as result of a change in the price level) -
27Effect of Price Changes
- 2. Substitution Effect With the same budget, a
price increase makes the product relatively more
expensive and shifts the overall consumption away
and more towards the cheaper product (movement
along the indifference curve). - Change in the quantity demanded that is the
result of only a change in the relative prices of
goods, given a constant real income.
28Effect of Price Changes
- 3. Total Effect Total effect is the sum of
income and substitution effects.
29Effect of Price Changes
- Nominal income is the same.
- Same combination can be bought
- by spending less of the nominal
- income.
- Consumer has money left to purchase
- more of X or Y.
- Consumers real income has increased.
- Income effect is the change in the combination
due to the new real income.
- Nominal income is the same.
- If the real income were kept at the original
level, what is the combination that the consumer
would buy? - Substitution effect is the change in the
combination due to the new price ratio, under the
original real income.
30Decrease in Price of Y
31Optimal Consumption
- Optimal consumption will occur when utility for
the consumer is maximized. - Utility is maximized when a consumer chooses a
basket of products on the highest indifference
curve possible, for a given budget expenditure.
32Consumer ChoiceBudget Constraint and Utility
- The budget constraint will impose a limit on the
level of utility a consumer can derive from
consumption of the basket of products. - The highest indifference curve a consumer can
reach will be determined by the budget
constraint.