Chapter 11

Marginal Cost

Marginal Revenue

Profit Maximization

If MC > MR, the additional cost exceeds the additional revenue per additional unit of output. In this case the firm should cut back on production.

Short-run Supply

Long-run Supply

Pure Competition

Market Power

Invisible Hand

Revenue & Demand

Total Revenue

If the firm is a price taker, its total revenue curve is a straight line with a slope equal to the market price.

TR = P Q = 25 Q

Loss Minimization

The marginal conditions for profit maximization are the same as those for loss minimization. i.e. Equate MC & MR

Firm Demand

A representative competitive firm is a price taker. It can sell all it can produce at the market price. Thus, it's demand curve is horizontal

Market Changes

Cost Changes

Long-run Changes

Supply Changes

As the market supply increases, the market price goes down. This reduces the MR of the competitive firm. As a result, they make less profit.

Long-run Equilibrium

Efficiency

Allocative Efficiency

Allocative efficiency exists when no resources are wasted. In this case, no one can be made better off without making someone worse off. (Pareto Optimality) This requires:

Producer Efficiency

Producer efficiency exists when the economy is producing at a point on its production possibility frontier (PPF). To achieve this, firms must be:

MPX / MPY = PX / PY

Consumer Efficiency

Consumer efficiency occurs when consumers can not make themselves better off by reallocating their budgets. i.e. The consumer is maximizing utility subject to the budget constraint when:

MUA / MUB = PA / PB

Exchange Efficiency

Exchange efficiency exists when the price at which a transaction takes place equals both the marginal social cost (MSC) and the marginal social benefit (MSB).

External Costs

Social Costs

MSC = MC + MEC

MSB = P + MEB

MSC & MSB

Benefits of Competition

P = ACmin

P = MC

We have allocative efficiency if there are no external costs or benefits.

Competition Problems