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Draw a graph showing a firm that is operating at a loss in a perfectly competitive market. Be sure your graph includes the firm's demand curve, marginal revenue curve, marginal cost curve, average total cost curve, and average variable cost curve, and make sure to indicate the area representing the firm's loss.

Short Answer

Expert verified
The firm's loss on the graph is represented by the area between the average total cost curve and the demand curve for the quantity being produced.

Step by step solution

01

Draw the Basic Graph

First, draw a graph with two axes. The vertical axis represents cost and price, while the horizontal axis represents quantity.
02

Plot the Demand and Marginal Revenue Curves

On this graph, draw a horizontal line from the vertical axis which represents both demand and marginal revenue curves in a perfectly competitive market. In this case, these occur at the same price level because each firm is a price taker.
03

Plot the Marginal Cost Curve

Draw the marginal cost curve. It intersects the marginal revenue/demand line from below. Typically, the marginal cost curve is upward sloping.
04

Draw the Average Variable Cost Curve

Next, plot the average variable cost curve. It should start from the point where the marginal cost curve intersects the vertical axis, and should initially be downward sloping, then upward sloping, and must lie below the average total cost curve.
05

Draw the Average Total Cost Curve

Plot the average total cost curve. It should also initially be downward sloping, then upward sloping. This curve lies above the average variable cost curve and will intersect with the marginal cost curve at its lowest point.
06

Identify the Area Representing the Firm's Loss

Finally, calculate the firm's operating loss by finding the area between the average total cost curve and the demand curve for the quantity being produced. Shade this area to represent the loss.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Demand Curve
A demand curve in a perfectly competitive market is essential to understanding a firm's revenue potential based on price levels and quantities demanded. In a perfectly competitive market, the individual firm's demand curve is typically represented as a horizontal line. This indicates that the firm is a price taker, meaning it has to accept the market price for its product without the ability to influence it.

For any given price, the quantity demanded by consumers is at the equilibrium point of the market's supply and demand. This simplicity allows us to focus on the other costs and revenues affecting the firm's financial outcome. The demand curve also doubles as the marginal revenue curve because additional units sold do so at the same market price, not affecting the overall revenue per unit.
Marginal Revenue
Marginal revenue is the additional income from selling one more unit of a good or service. In a perfectly competitive market, the marginal revenue is constant and equal to the market price, which is also illustrated by the horizontal demand curve.

Understanding marginal revenue helps businesses make crucial decisions about production levels. If the marginal revenue is greater than the marginal cost of producing one more unit, it would be profitable for the firm to increase production. However, in the scenario where the firm is operating at a loss, depicted in our graph, the marginal cost eventually exceeds marginal revenue, indicating that the firm should cut back production to minimize losses.
Marginal Cost Curve
The marginal cost curve is crucial for pricing and production decisions. It displays the change in total cost with the production of each additional unit. Typically, this curve has a 'U' shape due to the principle of increasing marginal returns at lower levels of production followed by diminishing marginal returns at higher levels. The lowest point of the marginal cost curve represents the most efficient output level with the lowest marginal cost.

In our graph, the intersection of the marginal cost curve and the demand/marginal revenue curve indicates the quantity that the firm can offer at the market price. Ideally, the firm aims to produce at a quantity where marginal cost equals marginal revenue; however, if the average total cost at this point is higher than the market price, the firm will incur a loss.
Average Total Cost Curve
The average total cost curve represents the per-unit cost of production, which includes both fixed and variable costs. As production increases, average total costs typically decrease due to economies of scale, reaching a minimum before increasing again with diseconomies of scale.

In the context of a firm operating at a loss in a perfectly competitive market, the average total cost curve lies above the demand curve, indicating that the price they receive for each unit is less than what it costs to produce. Therefore, the firm incurs a loss on every unit sold. The area between the average total cost curve and the demand curve up to the profit-maximizing quantity where marginal revenue equals marginal cost represents this loss on the graph.
Average Variable Cost Curve
The average variable cost curve shows the variable costs per unit of output, excluding any fixed costs. Initially, this curve tends to decrease as output increases due to the spreading out of variable costs over a larger number of units (also known as variable economies of scale), and then it begins to rise after a certain point once diseconomies of scale kick in.

In the graph demonstrating a loss, the average variable cost curve is positioned below the average total cost curve, reflecting the exclusion of fixed costs. For firms, this curve is essential for deciding whether to continue operating in the short term. If the price covers the average variable cost, the firm can cover its variable costs and contributes to fixed costs, even if it's not profitable overall. If it doesn't, the firm is better off shutting down operations temporarily.

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Most popular questions from this chapter

The following questions are about long-run equilibrium in the market for cage- free eggs. a. As described in the chapter opener, in 2017 was the market for cage-free eggs in long-run equilibrium? Briefly explain. b. What would we expect to happen to the price of cagefree eggs and the quantity of cage-free eggs produced in the long run? Briefly explain. c. As of \(2017,\) the U.S. Department of Agriculture (USDA) did not have detailed guidelines for egg farmers to follow before they could claim that the eggs they sell were laid by cage-free chickens. Some animal rights activists were pushing for the USDA to enact stricter guidelines than many egg farmers were following voluntarily. Such guidelines would be likely to significantly raise the cost of producing cage-free eggs. Suppose that the USDA begins to require these stricter guidelines. What effect will this increase in cost have on the long-run price of cage-free eggs? In the long run, will the quantity of cage-free eggs be larger, smaller, or the same as it would have been without the USDA adopting the guidelines? Briefly explain.

(Related to Solved Problem 12.6 on page 439) Suppose you read the following item in a newspaper article, under the headline "Price Gouging Alleged in Pencil Market": Consumer advocacy groups charged at a press conference yesterday that there is widespread price gouging in the sale of pencils. They released a study showing that whereas the average retail price of pencils was \(\$ 1.00\), the average cost of producing pencils was only \(\$ 0.50 .\) "Pencils can be produced without complicated machinery or highly skilled workers, so there is no justification for companies charging a price that is twice what it costs them to produce the product. Pencils are too important in the life of every American for us to tolerate this sort of price gouging any longer," said George Grommet, chief spokesperson for the consumer groups. The consumer groups advocate passing a law that would allow companies selling pencils to charge a price no more than 20 percent greater than their average cost of production. Do you believe such a law would be advisable in a situation like this? Explain.

A student argues: "To maximize profit, a firm should produce the quantity where the difference between marginal revenue and marginal cost is the greatest. If a firm produces more than this quantity, then the profit made on each additional unit will be falling." Briefly explain whether you agree with this reasoning.

(Related to Solved Problem 12.6 on page 439 ) Sony suffered losses selling televisions from 2004 to \(2013,\) before finally earning a small profit on this business from 2014 to 2016. Given the strong consumer demand for plasma, LCD, and LED television sets, shouldn't Sony have been able to raise prices to earn a profit during that decade of losses? Briefly explain.

Frances sells pencils in the perfectly competitive pencil market. Her output per day and her total cost are shown in the following table: $$ \begin{array}{|c|c|} \hline \text { Output per Day } & \text { Total Cost } \\ \hline 0 & \$ 1.00 \\ \hline 1 & 2.50 \\ \hline 2 & 3.50 \\ \hline 3 & 4.20 \\ \hline 4 & 4.50 \\ \hline 5 & 5.20 \\ \hline 6 & 6.80 \\ \hline 7 & 8.70 \\ \hline 8 & 10.70 \\ \hline 9 & 13.00 \\ \hline \end{array} $$ a. If the current equilibrium price in the pencil market is \(\$ 1.80,\) how many pencils will Frances produce, what price will she charge, and how much profit (or loss) will she make? Draw a graph to illustrate your answer. Your graph should be clearly labeled and should include Frances's demand, \(A T C, A V C, M C,\) and \(M R\) curves; the price she is charging; the quantity she is producing; and the area representing her profit (or loss). b. Suppose the equilibrium price of pencils falls to \(\$ 1.00\). Now how many pencils will Frances produce, what price will she charge, and how much profit (or loss) will she make? Show your work. Draw a graph to illustrate this situation, using the instructions in part (a). c. Suppose the equilibrium price of pencils falls to \(\$ 0.25 .\) Now how many pencils will Frances produce, what price will she charge, and how much profit (or loss) will she make?

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