Increasing return to a factor
Describe the likely behaviour of total product beneath the phase of increasing return to a factor.
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Increasing return to a factor is the first level of Law of return to a factor. Whenever more and more units of a variable factor is joined with fixed factor up to a certain phase, the total physical product increases along with increasing rate.
Supposing that the competitive firms should seek the maximum profits to survive signifies that: (1) Firm do not make trial-and-error decisions. (2) Each and every firm always seeks the maximum gain and nothing else. (3) Competition is very profitable.
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For this profit-maximizing brickyard the total revenue equals approximately: (i) $600 per day. (ii) $900 per day. (iii) $1200 per day. (iv) $1530 per day. Q : Exceeds marginal revenue curve by That this firm can’t successfully price discriminate is most strongly indicated through the fact that: (1) the linear demand curve exceeds the marginal revenue curve for all outputs shown. (2) MR = MC maximizes profit. (3) total revenue total co
That this firm can’t successfully price discriminate is most strongly indicated through the fact that: (1) the linear demand curve exceeds the marginal revenue curve for all outputs shown. (2) MR = MC maximizes profit. (3) total revenue total co
The profit-maximizing price for copyrighted smash-hit St. Valentine’s Day software of Prohibition Corporation is: (i) $12 per copy. (ii) $20 per copy. (iii) $24 per copy. (iv) $32 per copy. (v) $40 per copy. <
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