Question
Explain the conditions of consumer’s equilibrium in case of (1) single commodity (2) two commodities. Use utility approach.

Answer

  1. ​​​Single commodity

The condition is MU = P.

So long as MU is greater then P, the consumer goes on buying because benefit is greater than cost. As he buys more MU falls because of the operation of the law of diminishing marginal utility. When MU = P, consumer gets the maximum benefits and is in equilibrium.

  1. Two commodities

The conditions:

  1.  $\frac{\text{M.U}_1}{\text{P}_1} =\frac{\text{M.U}_2}{\text{P}_2}$
  2. Law of diminishing marginal utility is operating.

The ratio MU/P is the rupee M.U. Suppose $\frac{\text{M.U}_1}{\text{P}_1} > \frac{\text{M.U}_2}{\text{P}_2}$

The consumer gets more per rupee MU from commodity 1 as compared to commodity 2. As a result, the consumer will divert expenditure from commodity 2 to commodity 1. This will lead to fall in MU1 and rise in MU2.

This will continue till $\frac{\text{MU}_1}{\text{P}_1}$ becomes equal to $\frac{\text{MU}_2}{\text{P}_2}$

Operation of the law of diminishing marginal utility is responsible for bringing the equality.

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