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CHANGE IN AGGREGATE SUPPLY: A shift of the short-run or long-run aggregate supply curve caused by a change in one of the aggregate supply determinants. In essence, a change in aggregate supply is caused by any factor affecting supply EXCEPT the price level. This concept should be contrasted directly with a change in real production. You might also want to review the terms change in quantity supplied and change in supply, as well. The change in aggregate supply is comparable to the change in market supply. A change in aggregate supply is a change in ALL price level-real production combinations, meaning that each price level is matched up with a different level of real production (which is then illustrated as a shift of the short-run or long-run aggregate supply curve). This change in aggregate supply is caused by a change in any of the aggregate supply determinants. In contrast, a change in real production is a change from one price level-real production combination to the another.

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PERFECT COMPETITION, PROFIT MAXIMIZATION:

A perfectly competitive firm is presumed to produce the quantity of output that maximizes economic profit--the difference between total revenue and total cost. This production decision can be analyzed directly with economic profit, by identifying the greatest difference between total revenue and total cost, or by the equality between marginal revenue and marginal cost.
Profit Maximization
Profit Curve
Profit Curve
Total Curves
Total Curves
Marginal Curves
Average Curves
The profit-maximizing level of output is a production level that achieves the greatest level of economic profit given existing market conditions and production cost. For a perfectly competitive firm, this entails adjusting the production level in response to the going market price.

Three Views

Profit-maximizing output can be identified in one of three ways--directly with economic profit, with a comparison of total revenue and total cost, and with a comparison of marginal revenue and marginal cost.

This exhibit illustrates how it can be identified for a perfectly competitive firm, such as that operated by Phil the zucchini growing gardener. Phil sells zucchinis in a market with gadzillions of other zucchini growers and thus faces a going market price of $4 for each pound of zucchinis sold.

The top panel presents the profit curve. The middle panel presents total revenue and total cost curves. The bottom panel presents marginal revenue and marginal cost curves. In all three panels, Phil maximizes when producing 7 pounds of zucchinis.

  • Profit: First, profit maximization can be illustrated with a direct evaluation of profit. If the profit curve is at its peak, then profit is maximized. In the top panel, the profit curve achieves its highest level at 7 pounds of zucchinis. At other output levels, profit is less.

  • Total Revenue and Total Cost: Second, profit maximization can be identified by a comparison of total revenue and total cost. The quantity of output that achieves the greatest difference of total revenue over total cost is profit maximization. In the middle panel, the vertical gap between the total revenue and total cost curves is the greatest at 7 pounds of zucchinis. For smaller or larger output levels, the gap is either less or the total cost curve lies above the total revenue curve.

  • Marginal Revenue and Marginal Cost: Third, profit maximization can be identified by a comparison of marginal revenue and marginal cost. If marginal revenue is equal to marginal cost, then profit cannot be increased by changing the level of production. Increasing production adds more to cost than revenue, meaning profit declines. Decreasing production subtracts more from revenue than from cost, meaning profit also declines. In the bottom panel, the marginal revenue and marginal cost curves intersect at 7 pounds of zucchinis. At larger or smaller output levels, marginal cost exceeds marginal revenue or marginal revenue exceeds marginal cost.

More on the Marginal View

Further analysis of the marginal approach to analyzing profit maximization provides further insight into the short-run production decision of a perfectly competitive firm.

First, consider the logic behind using marginals to identify profit maximization.

  1. Marginal revenue indicates how much total revenue changes by producing one more or one less unit of output.

  2. Marginal cost indicates how much total cost changes by producing one more or one less unit of output.

  3. Profit increases if marginal revenue is greater than marginal cost and profit decreases if marginal revenue is less than marginal cost.

  4. Profit neither increases nor decreases if marginal revenue is equal to marginal cost.

  5. As such, the production level that equates marginal revenue and marginal cost is profit maximization.
Profit Maximization,
The Marginal View
Profit Maximization

With this in mind, now consider this exhibit to the right, which will eventually contain the marginal revenue and marginal cost curves for Phil's zucchini production.
  • Marginal Revenue: Because Phil is a price taker, his marginal revenue curve is a horizontal line. Click the [Marginal Revenue] button to reveal this curve. It is perfectly elastic at the going market price of $4 per pound of zucchinis.

  • Marginal Cost: The marginal cost curve is U-shaped, reflecting the principles of short-run production. Click the [Marginal Cost] button to add this curve to the diagram. It has a negative slope for small amounts of output, then the slope is positive for larger quantities due to the law of diminishing marginal returns.

  • Profit Maximization: Profit is maximized at the quantity of output found at the intersection of the marginal revenue and marginal cost curves, which is 7 pounds of zucchinis. Click the [Profit Max] button to highlight this production level. This is the same profit-maximizing level identified using the total revenue and total cost curves and the profit curve.

Consider what results if marginal revenue is not equal to marginal cost:

  • If marginal revenue is greater than marginal cost, as is the case for small quantities of output, then the firm can increase profit by increasing production. Extra production adds more to revenue than to cost, so profit increases.

  • If marginal revenue is less than marginal cost, as is the case for large quantities of output, then the firm can increase profit by decreasing production. Reducing production reduces revenue less than to it reduces cost, so profit increases.

  • If marginal revenue is equal to marginal cost, then the firm cannot increase profit by producing more or less output. Profit is maximized.

<= PERFECT COMPETITION, PROFIT ANALYSISPERFECT COMPETITION, REALISM =>


Recommended Citation:

PERFECT COMPETITION, PROFIT MAXIMIZATION, AmosWEB Encyclonomic WEB*pedia, http://www.AmosWEB.com, AmosWEB LLC, 2000-2022. [Accessed: November 30, 2022].


Check Out These Related Terms...

     | perfect competition, loss minimization | perfect competition, short-run supply curve | short-run production alternatives | breakeven output | perfect competition, revenue division |


Or For A Little Background...

     | total revenue curve | total cost curve | profit curve | marginal cost curve | marginal revenue curve | profit | economic profit | perfect competition | perfect competition, characteristics | production | U-shaped cost curves | profit maximization | normal profit | accounting profit |


And For Further Study...

     | perfect competition, demand | long run industry supply curve | perfect competition, short-run production analysis | perfect competition, long-run production analysis | perfect competition, efficiency | perfect competition, total analysis | perfect competition, marginal analysis | perfect competition, profit analysis |


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