A software company determines its profit-maximizing output is 5,000 licenses. At this level of production, the price per license is $120, and the average cost to produce each license is $70. On a graph where quantity is on the horizontal axis and price/cost is on the vertical axis, which of the following correctly describes the dimensions of the rectangular area representing the company's total profit?
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A software company determines its profit-maximizing output is 5,000 licenses. At this level of production, the price per license is $120, and the average cost to produce each license is $70. On a graph where quantity is on the horizontal axis and price/cost is on the vertical axis, which of the following correctly describes the dimensions of the rectangular area representing the company's total profit?
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A company finds its profit-maximizing output is 200 units. At this quantity, the market price is $75 per unit, and the average cost of production is $40 per unit. On a standard economic graph with quantity on the horizontal axis and price/cost on the vertical axis, which of the following sets of coordinates correctly defines the four corners of the rectangular area representing the firm's total profit?
On a standard graph showing a firm's costs and revenue, the rectangular area representing the firm's total profit has a height equal to the profit-maximizing price and a width equal to the profit-maximizing quantity.