In: Economics
Suppose Oreos and Hydrox are perfect substitutes, one for one. If Oreos currently sell for 50 cents and Hydrox sell for 75 cents, use both graphs and words to explain income and substitution effects that occur when the price of Oreos to rise to $1.
Suppose Oreos and Hydrox are perfect substitutes one for
one. Now as currently price of Oreos I.e 50 cents is lower than the
the price of hydrox i.e 75 cents, hence initially consumers will
consume only Oreos. Now this is shown in the graph where the
initial budget line is AB which is tangent to the initial
indifference curve IC1 at optimal consumption bundle point ( X1,0)
where X1 is the initial consumption of Oreos and initially
consumers are not consuming hydrox.
Now as the price of Oreos rise to $1, the budget line rotates
inward from AB to AC which becomes tangent to the new indifference
curve at new consumption bundle point (0,X2). Now here as price of
Oreos rise to $1, Oreos become expensive than Hydrox. Hence
consumers will switch their consumption from Oreos to Hydrox and
thus the consumption of Oreos become zero in the new equilibrium.
Hence here the movement from point B to point A is due to the
substitution effect only and here income effect is zero. Thus the
total effect of declining consumption of Oreos from X1 to 0 is due
to the substitution effect only.