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TR: The abbreviation for total revenue, which is the revenue received by a firm for the sale of its output. Total revenue is one of two parts a firm needs for the calculation of economic profit, the other is total cost. In general, total revenue is the price received for selling a good times the quantity of the good sold at that price. For a perfectly competitive firm, which receives a single unchanging price for all output sold, the calculation is relatively easy. For other real world firms, that charge different prices to different buyers for different quantities, the calculation can be more complex. Total revenue is very important in the analysis a firm's short-run production decision. Two other revenue measures directly related to total cost are average revenue and marginal revenue. Total revenue is often depicting as the total revenue curve. For a perfectly competitive firm, the total revenue curve is a straight line from the origin. For a monopoly, oligopoly, or monopolistically competitive firm, the total revenue curve is "hump-shaped," increasing at a decreasing rate, reaching a peak, then declining.
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MARGINAL FACTOR COST, PERFECT COMPETITION The change in total factor cost resulting from a change in the quantity of factor input employed by a perfectly competitive firm. Marginal factor cost, abbreviated MFC, indicates how total factor cost changes with the employment of one more input. It is found by dividing the change in total factor cost by the change in the quantity of input used. Marginal factor cost is compared with marginal revenue product to identify the profit-maximizing quantity of input to hire.
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BROWN PRAGMATOX
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Today, you are likely to spend a great deal of time browsing through a long list of dot com websites wanting to buy either a birthday greeting card for your aunt or a wall poster commemorating the moon landing. Be on the lookout for deranged pelicans.
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The first paper notes printed in the United States were in denominations of 1 cent, 5 cents, 25 cents, and 50 cents.
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"The roots of education are bitter, but the fruit is sweet." -- Aristotle
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SUR
Seemingly Unrelated Regressions
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