Marginal utility theory

Marginal utility theory examines the increase in satisfaction consumers gain from consuming an extra unit of a good.

This utility is not constant. Often we get diminishing marginal utility. The first piece of chocolate cake gives more utility than the 7th piece.

total-marginal-utility

In the above example, total utility (300) is maximised after just four pieces of chocolate cake.

The fifth piece of chocolate cake gives zero marginal utility, so we are indifferent between 4 pieces and five pieces.

However, if we eat the sixth piece of chocolate cake, we start to feel ill – and so we get negative utility

Utility and price

How much to consume?

mu-mc

Marginal utility and allocative efficiency

Suppose the consumption was a quantity of 40. At this quantity, the price is £15, but the marginal cost is £6. In this case, the marginal benefit (utility) is greater than the marginal cost – there is a deadweight welfare loss and underconsumption of the good.

allocative-efficiency

Allocative efficiency will occur at an output of 70 where MC=MY of £11.

Consumer surplus

This is the excess of what a consumer would have been prepared to pay compared to what they actually pay.

A Person’s Consumer Surplus from Petrol

consumer-surplus

The optimum level of consumption

For one good, the optimum level of consumption would be to consume a quantity of the good unto the point where MU = Price.

There’s no point paying 75p for cake if it only gives us 50p worth of utility.

Demand curve and Marginal Utility

Our demand curve is derived from our marginal utility.

If a good gives us more satisfaction, e.g. it becomes more fashionable, our MU and demand curve will shift to the right.

Choosing between different goods

In the real world, we are not just deciding how much of one good to buy. We are also deciding how to choose between different combinations of goods.

The Equi-Marginal principle in consumption states that consumers will maximise total utility from their incomes by consuming that combination of goods where:

MUa = Pa
—– —-
MUb = Pb

For example, suppose bread = £1 and Chicken = £2.

Defining utility

Related