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Dominick Salvatore Schaums Outline of Microeconomics, 4th edition Schaums Outline Series 2006

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CHAP. 4] CONSUMER DEMAND THEORY 93

constant, and (d) explain how you derived the demand curve for commodity X along which real

income is kept constant.

(a) and (b)

Fig. 4-29

(c)

(d)

In panel A, the consumer moves from equilibrium point E (on budget line 2 and indifference curve II) to

equilibrium point J (on budget line 4 and indifference curve IV) as a result of the reduction of P x , ceteris

paribus. Thus, when P x ¼ $2, the consumer purchases 4X per time period (point E 0 on d x in panel B); when

P x ¼ $1, the consumer purchases 9X (point J 0 on d x ). Of the total increase in the quantity of X demanded,

part is due to the substitution effect and the remainder is due to the income effect. (Since in Problem 4.28 we

found that X is a normal good, both the substitution effect and the income effect work in the same direction.)

Thus, as P x falls (and we move along d x in a downward direction), the consumer’s money income remains

constant but real income increases. To be noted is that in this example, the income effect is greater than the

substitution effect. In the real world, the substitution effect is usually much stronger than the income effect.

Many economists prefer to keep the consumer’s real income constant in deriving a demand curve. One way

to keep real income constant is to reduce the consumer’s money income sufficiently to eliminate the income

effect of the price change. In the previous figure, this is accomplished by shifting budget line 4 (parallel to

itself) until it is tangent to indifference curve II. What we get is budget line 4 0 which reflects the same relative

prices as budget line 4, but $5 less of money income. The movement from E to K along indifference

curve II is then the substitution effect of the price change. The movement from K to J is the income effect of

the price change; dx 0 reflects only the substitution effect. Thus along dx, 0 the consumer’s real income is held

constant. Note that dx 0 is less price-elastic than d x .

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