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Tutorial 3 Solutions 1) In a world of two goods, will the fact that one of the goods is normal have any implication regarding whether the two goods are gross substitutes or complements? Y Io 0 PY X normal

Yo



A

BN •

C S •BN

Complements ↓Px → Y↑ U0 U1 Gross substitutes ↓Px → Y↓

c


X0 X1

Io 0 PX

Io 1 PX

X

2) In a world of two goods, when the demand elasticity of good X is greater than unity, X and Y must be gross substitutes and X is more likely to be a normal good. True or false? Explain. X normal

Io 0 PY

Yo



A

Complements ↓Px → Y↑ c


U0 SE X0 X1 Io 0 PX

Gross substitutes ↓Px → Y↓

Io 1 PX

X

↓Px → demand is elastic → Total spending on X will rise. As nominal income is unchanged, total spending on Y must fall. As the price of Y remains unchanged, the quantity demanded of Y must fall. Y↓ Hence, X and Y must be gross substitutes. From the diagram, they lie on the right of C. Therefore, X is a normal good.

1

3) In a world of two goods, if the price of x decreases at the same time that the price of y increases in such a way that the real income under Slutsky’s definition remains unchanged, individuals will be worse off. True or false, explain. Y Io 0 PY Io 1 PY A • B •

U1 U0

Io 0 PX

Io 1 PX

X

As the individual ended up with a higher utility, he is now better off than before.

2

4) The Slutsky substitution effect is always greater than the Hicksian substitution effect if X is normal. True or false? Will your answer change if X is inferior?

X is normal. SEs > SEH T/F
Y Inf Normal
C I •S •CS
N

Px↑ IES > IEH N X is normal ⇒ SEH > SES X is inferior ⇒ SEH < SESI

Io 0 PY

CH• •B

•A

U1 U0 U2

SES

I N

SES

SEH

IES IEH Io 1 PX IH Is 1 PX PX1 Io 0 PX X

X1

Y Io PY0

Inf Normal

↓Px IEH > IES

X is normal ⇒ SEH < SES I X is inferior ⇒ SEH > SES
A •

N

CSI


CH C N S •

I SES

U1 U0

SES SEH

N

IEH IES X1 Io 0 PX IH Is 1

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