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McGraw-Hill/Irwin Copyright © 2013 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter 5 Theory of Consumer Behavior.

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Presentation on theme: "McGraw-Hill/Irwin Copyright © 2013 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter 5 Theory of Consumer Behavior."— Presentation transcript:

1 McGraw-Hill/Irwin Copyright © 2013 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter 5 Theory of Consumer Behavior

2 5-2 Learning Objectives  Explain the concept of utility and basic assumptions underlying consumer preferences  Define the concept of indifference curves and explain the properties of indifference curves and maps  Construct a consumer’s budget line and explain how to rotate or shift the line when prices or income change  Derive/interpret equilibrium conditions for a consumer to be maximizing utility subject to a budget constraint  Use indifference curves to derive a demand curve for an individual consumer and construct a market demand curve by horizontally summing individual demands  Define a corner solution and explain the condition that creates a corner solution

3 5-3 The Consumer’s Optimization Problem  Individual consumption decisions are made with the goal of maximizing total satisfaction from consuming various goods and services ~Subject to the constraint that spending on goods exactly equals the individual’s money income

4 5-4 Consumer Theory  Assumes buyers are completely informed about: ~Range of products available ~Prices of all products ~Capacity of products to satisfy ~Their incomes  Requires that consumers can rank all consumption bundles based on the level of satisfaction they would receive from consuming the various bundles

5 5-5 Typical Consumption Bundles for Two Goods, X & Y (Figure 5.1)

6 5-6 Properties of Consumer Preferences  Completeness ~For every pair of consumption bundles, A and B, the consumer can say one of the following:  A is preferred to B  B is preferred to A  The consumer is indifferent between A and B  Transitivity ~If A is preferred to B, and B is preferred to C, then A must be preferred to C  Nonsatiation ~More of a good is always preferred to less

7 5-7 Utility  Benefits consumers obtain from goods & services they consume is utility  A utility function shows an individual’s perception of the utility level attained from consuming each conceivable bundle of goods U = f(X, Y)

8 5-8 Indifference Curves  Set of points representing different bundles of goods & services, each of which yields the same level of total utility  Downward-sloping & convex

9 5-9 Typical Indifference Curve (Figure 5.2)

10 5-10 Marginal Rate of Substitution  MRS measures the number of units of Y that must be given up per unit of X added so as to keep utility constant ~Negative of the slope of the indifference curve ~Diminishes along the indifference curve as X increases & Y decreases ~Ratio of the marginal utilities of the goods

11 5-11 Slope of an Indifference Curve & the MRS (Figure 5.3) Quantity of good X Quantity of good Y 0 I C (360,320) 600 800 A B T T’ 360 320

12 5-12 Indifference Maps  An indifference map consists of several indifference curves  The higher (or further to the right) an indifference curve, the greater the level of utility associated with the curve  Combinations of goods on higher indifference curves are preferred to combinations on lower curves

13 5-13 Indifference Map (Figure 5.4) Quantity of Y Quantity of X I II III IV

14 5-14 Marginal Utility  Addition to total utility attributable to the addition of one unit of a good to the current rate of consumption, holding constant the amounts of all other goods consumed

15 5-15 Consumer’s Budget Line  Shows all possible bundles of goods that can be purchased at given prices if the entire income is spent or

16 5-16 Consumer’s Budget Constraint (Figure 5.5)

17 5-17 Typical Budget Line (Figure 5.6) Quantity of Y Quantity of X A B

18 5-18 Shifting Budget Lines (Figure 5.7) Panel B – Changes in price of X 200 100 A B 250 D R N 120 240 Quantity of Y Quantity of X Panel A – Changes in money income Quantity of Y Quantity of X A B 100 F Z 80 160 200 125 C

19 5-19 Utility Maximization  Utility maximization subject to a limited income occurs at the combination of goods for which the indifference curve is just tangent to the budget line

20 5-20 Utility Maximization  Consumer allocates income so that the marginal utility per dollar spent on each good is the same for all commodities purchased

21 5-21 Constrained Utility Maximization (Figure 5.8) A I C B II R T Quantity of burgers Quantity of pizzas 0802010040 60 10 20 30 40 50 70109030 50 E III D IV 45 15

22 5-22 Utility Maximization, N Goods  The utility maximization principle is easily extended to cover any number of goods

23 5-23 Individual Consumer Demand  An individual’s demand curve for a specific commodity relates utility- maximizing quantities purchased to market prices ~Income & prices held constant ~Slope of demand curve illustrates law of demand—quantity demanded varies inversely with price

24 5-24 Deriving a Demand Curve (Figure 5.9) Quantity of Y Price of X ($) Quantity of X 100 200125100 0 0 Px=$10 Px=$5 Px=$8 906550 906550 5 8 10 Demand for X

25 5-25 Market Demand & Marginal Benefit  List of prices & quantities consumers are willing & able to purchase at each price, all else constant  Derived by horizontally summing demand curves for all individuals in market  Because prices along market demand measure the economic value of each unit of the good, it can be interpreted as the marginal benefit curve for a good

26 5-26 Derivation of Market Demand (Table 5.1) Quantity demanded PriceConsumer 1Consumer 2Consumer 3 Market demand $6 2 1 5 4 3 3 12 13 5 8 10 0 7 1 3 5 0 6 8 0 1 4 3 25 31 6 12 19

27 5-27 Derivation of Market Demand Figure (5.10)

28 5-28 Corner Solution  In many cases consumers spend their entire budget and choose to purchase none of some specific good  A corner solution exists when the utility maximizing bundle lies at one of the endpoints of the budget line and the consumer chooses to consume zero units of a good

29 5-29 Corner Solution: X * = 0 Figure (5.11)

30 5-30 Corner Solution  For goods X and Y, a corner solution, in which the consumer purchases none of good X, results when  In general, a corner solution, in which the consumer purchases none of good X, results when

31 5-31 Summary  Basic premise for analyzing consumer behavior ~Individuals make consumption decisions with the goal of maximizing their total satisfaction from consuming various goods and services, subject to the constraint that their spending on goods exactly equals their incomes  The benefit consumers obtain from the goods and services they consume is called utility ~The utility function shows an individual's perception of the level of utility from consuming each conceivable bundle of goods ~Marginal utility is the addition to total utility attributable to adding one unit of a good, holding constant the amounts of all other goods consumed ~The marginal rate of substitution (MRS) shows the rate at which one good can be substituted for another while keeping utility constant

32 5-32 Summary  An indifference curve is a set of points representing different bundles of goods and services, each of which yields the same level of total utility  The consumer’s budget line shows the set of all consumption bundles that can be purchased at given prices and income if the entire income is spent  A consumer maximizes utility subject to a limited income at the combination of goods for which the indifference curve is just tangent to the budget line ~At this combination, the MRS is equal to the price ratio

33 5-33 Summary  An individual consumer’s demand curve relates utility- maximizing quantities to market prices, holding constant income and prices of all other goods ~The slope of the demand curve illustrates the law of demand: quantity demanded varies inversely with price  Market demand is derived by horizontally summing the demand curves for all individuals in the market  When a consumer spends the entire budget and chooses to purchase none of a specific good, this outcome is called a corner solution


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