Question 14 Marks
A consumer consumes only two goods A and B and is in equilibrium. Show that when price of good B falls, demand for B rises. Answer this question with the help of utility analysis.
Answer
View full question & answer→Let other things being constant, the consumer will be in equilibrium when $\frac{M U_A}{P_A}=\frac{M U_B}{P_B}$ Now, suppose price of good B, i.e. $P _{ B }$ falls. The situation changes. The consumer is no longer on equality with respective prices of the two goods $P _{ A }$ and $P _{ B }$. Other things remai in equilibrium, the above equality turns into an inequality: $\frac{M U_A}{P_A}>\frac{M U_B}{P_B}$
It means that per rupee MU from consumption of B is greater than the consumption of A . This induce the consumer to buy more of $B$ and less of A . The consumer transfers expenditure from A to B .
It means that per rupee MU from consumption of B is greater than the consumption of A . This induce the consumer to buy more of $B$ and less of A . The consumer transfers expenditure from A to B .