Profit-maximizing monopolistically competition
A profit-maximizing monopolistically competitive firm will operate where is: (w) MR > MC. (x) MR = MC. (y) P < MR. (z) P < MC. Can anybody suggest me the proper explanation for given problem regarding Economics generally?
A profit-maximizing monopolistically competitive firm will operate where is: (w) MR > MC. (x) MR = MC. (y) P < MR. (z) P < MC.
Can anybody suggest me the proper explanation for given problem regarding Economics generally?
Normal goods: Normal goods are such goods whose demand increases with the increase in income of consumer.
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A monopolist which can’t price discriminate and for that variable cost is zero for all levels of output will maximize profit where is: (w) the price is the maximum any buyer is willing to pay. (x) output exhausts productive capacity. (y) marginal cost = total re
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I have problem in this question based on law of demand. Provide me correct answer of this. Described the circumstances in which the "general law of demand" not hold?
Normal 0 false false
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When the supply of a good shrinks in a competitive economy, there tends to be a raise in the: (1) Product price. (2) Incomes of producers. (3) Demand for resources. (4) Quantity supplied. Can someone please help me
TR (total revenue) for this profit-maximizing pure competitor equivalents area: (i) 0PeQ. (ii) bPec. (iii) aPed. (iv) 0bcQ. (v) 0Pec. Q : Increase of utility when marginal Generally, as more of a good is consumed, the point is ultimately reached where the total: (1) And marginal utility of the good increase. (2) And marginal utility of good drop. (3) Utility carries on rising however marginal utility drops. (4) Utility drops and its mar
Generally, as more of a good is consumed, the point is ultimately reached where the total: (1) And marginal utility of the good increase. (2) And marginal utility of good drop. (3) Utility carries on rising however marginal utility drops. (4) Utility drops and its mar
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