Marginal revenue is the extra revenue generated when a perfectly competitive firm sells one more unit of output. It plays a key role in the profit-maximizing decision of a perfectly competitive firm relative to marginal cost. A perfectly competitive firm maximizes profit by equating marginal revenue, the extra revenue generated from production, with marginal cost, the extra cost of production. If these two marginals are not equal, then profit can be increased by producing more or less output.
The relation between marginal revenue and the quantity of output produced depends on market structure. For a perfectly competitive firm, marginal revenue is equal to price and average revenue, all three of which are constant. For a monopoly, monopolistically competitive, or oligopoly firm, marginal revenue is less than average revenue and price, all three of which decrease with larger quantities of output. The constant or decreasing nature of marginal revenue is a prime indication of the market control of a firm.
Marginal revenue can be represented in a table or as a curve. For a perfectly competitive firm, the marginal revenue curve is a horizontal, or perfectly elastic, line. For a monopoly, oligopoly, or monopolistically competitive firm, the marginal revenue curve is negatively sloped.
The marginal revenue received by a firm is the change in total revenue divided by the change in quantity, often expressed as this simple equation:
|marginal revenue||=||change in total revenue|
Perfect competition is a market structure with a large number of small firms, each selling identical goods. Perfectly competitive firms have perfect knowledge and perfect mobility into and out of the market. These conditions mean perfectly competitive firms are price takers, they have no market control and receive the going market price for all output sold.
The table to the right summarizes the marginal revenue received by a hypothetical firm, Phil the zucchini grower, for selling zucchinis in a perfectly competitive zucchini market. The first column is the quantity of zucchinis sold, ranging from 0 to 10 pounds. The second column is then the price Phil receives for selling his zucchinis, which is $4 per pound. The third column is the total revenue Phil receives for producing and selling alternative quantities of zucchinis.
Marginal revenue in the forth column is found by dividing the change in total revenue (from the third column) by the change in quantity (from the first column). For example, when Phil increases production and sales from 4 pounds of zucchinis to 5 pounds, his total revenue increases from $16 to $20, an increase of $4. As such, the marginal revenue of producing the fifth pound of zucchinis is $4 (= $4/1). Each value in the fourth column is calculated in the same way.
The obvious point is that marginal revenue is equal to $4 for every extra pound of zucchinis sold. This results because price is constant at $4 for every pound of zucchinis sold. For every extra pound of zucchinis sold by Phil, he receives an extra $4, which is the going market price. Marginal revenue is equal to price for a perfectly competitive firm.
Marginal revenue is commonly represented by a marginal revenue curve, such as the one labeled MR and displayed in the exhibit to the right. This particular marginal revenue curve is also that for zucchini sales by Phil the zucchini grower, a presumed perfectly competitive firm.
|Marginal Revenue Curve,|
The vertical axis measures marginal revenue and the horizontal axis measures the quantity of output (pounds of zucchinis). Although quantity on this particular graph stops at 10 pounds of zucchinis, the nature of perfect competition indicates it could easily go higher.
This curve indicates that if Phil sells the first pound of zucchinis (an increase in production from 0 to 1), then his extra revenue is $4. However, if he sells his tenth pound (an increase in production from 9 to 10), then he also receives $4 of extra revenue. Should he sell his hundredth pound (an increase in production from 99 to 100), then he moves well beyond the graph, but his marginal revenue remains at $4.
Because Phil is a perfectly competitive firm, his marginal revenue curve is also his demand curve and his average revenue curve. All three curves coincide for perfect competition.
MARGINAL REVENUE, PERFECT COMPETITION, AmosWEB Encyclonomic WEB*pedia, http://www.AmosWEB.com, AmosWEB LLC, 2000-2017. [Accessed: August 18, 2017].