The importance of profit maximisation
The desire to make supernormal profits acts as the driver that determines the level of competition in a market, as both supplier and seller will want to make supernormal profits.Normal profit is when total revenue = total costsSupernormal profit is when total revenue > total costs
Short-term or long-term?
Earlier this week, we explored the effect of supply and demand caused by short-term changes. Short-term is defined as when one of the factors of production are fixed; this is known as the ‘short-run’ view of supply and demand. Over a longer period of time, all of the factors of production are variable, and price and demand and supply curves move backwards and forwards to reach a point of equilibrium. This is known as a ‘long-run’ view; in the long-run, all factors of production change.For example, CV1Logistics buys labour in the form of drivers, capital as vehicles and land for the warehouse and offices. If the drivers and the vehicles are only hired for two months, but the lease on the warehouse is for five years, then this is the short-run view of the business. Drivers and vehicles can change. In the long-run, the lease will be renewed at a different price after five years.Economics makes the assumption that, due to competition, firms will always want to maximise profits and efficiently utilise the factors of production. In the short-run, this means that profit maximisation is found where demand and supply cross at the point of equilibrium, as per the graph below. In the following graphs, cost equates to supply and revenue is demand.
Long-run
To graph long-run demand and supply, you need to know average total costs (ATC), average revenue (AR), and marginal cost (MC) and marginal revenue (MR). MC and ATC represent supply and are always U-shaped because of diminished marginal utility. AR and MR represent demand. On the graph below, the profit-maximising output (labelled Q) is found where the MC curve crosses the MR curve, because at this point MR equals MC.
ATC – Average total cost
AR – Average revenue
MC – Marginal cost
MR – Marginal revenueIf marginal revenue is greater than marginal cost (as at Q1 in the graph above), the firm should increase its output in order to maximise profit. For CV1Logistics, this means that when revenue is greater than costs at the marginal level, there is an incentive to provide an extra unit of product for the profit.

ATC – Average total cost
AR – Average revenue
MC – Marginal cost
MR – Marginal revenueIf marginal revenue is less than marginal cost (as at Q2 in the graph above), the firm should reduce its output.This scenario above assumes that, in the long-run, markets will regain equilibrium where MR=MC. It’s also assumed that there are multiple suppliers and sellers with easy exit and entry to the market, each with perfect knowledge. The problem with transport and logistics markets is that conditions are not perfect, because of their structure, the numbers of buyers and sellers, the effect of time and place, barriers to entry and a lack of information.
In summary
This step explains why, in the short-run, a firm would be tempted to chase supernormal profits, because marginal revenue is greater than marginal cost. In the long-run, everything goes back to normal, by returning to equilibrium and normal profit.How this happens is dependent on the structure of the market, which we’re going to look at next. In the next section, we’ll define an ideal market and examine how markets behave when one of the conditions of an ideal market (such as perfect knowledge) is changed, which is what happens in the real world.Our purpose is to transform access to education.
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