no
In perfect competition, demand equals marginal revenue because firms in this market structure are price takers, meaning they have no control over the price of their product. As a result, they must sell their goods at the market price, which is also their marginal revenue.
Under Perfect competition , Marginal revenue is constant and equal to the prevailing market price, since all units are sold at the same price. Thus in pure competition MR = AR = P.
To determine the method for calculating marginal revenue in perfect competition, one can use the formula MR P(1 1/n), where MR is marginal revenue, P is price, and n is the number of units sold. This formula helps to understand how changes in quantity sold affect revenue in a perfectly competitive market.
Because in Pure Competition, Demand equals Price, and Price equals Marginal Revenue;hence, Demand equals Marginal revenue.
Because monopolistically competitive firms have an optimal production allocation at monopoly values: marginal revenue = marginal cost, marking-up to the demand function. When competition is not perfect, marginal revenue does not equal demand but is always below it on a Cartesian plane, so the optimal production value of a monopolistically competitive firm is both less and at a higher price than a perfectly competitive one.
In perfect competition, demand equals marginal revenue because firms in this market structure are price takers, meaning they have no control over the price of their product. As a result, they must sell their goods at the market price, which is also their marginal revenue.
Under Perfect competition , Marginal revenue is constant and equal to the prevailing market price, since all units are sold at the same price. Thus in pure competition MR = AR = P.
To determine the method for calculating marginal revenue in perfect competition, one can use the formula MR P(1 1/n), where MR is marginal revenue, P is price, and n is the number of units sold. This formula helps to understand how changes in quantity sold affect revenue in a perfectly competitive market.
Because in Pure Competition, Demand equals Price, and Price equals Marginal Revenue;hence, Demand equals Marginal revenue.
Because monopolistically competitive firms have an optimal production allocation at monopoly values: marginal revenue = marginal cost, marking-up to the demand function. When competition is not perfect, marginal revenue does not equal demand but is always below it on a Cartesian plane, so the optimal production value of a monopolistically competitive firm is both less and at a higher price than a perfectly competitive one.
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A wild guess is that it is negative.
no,marginal revenue cannot be ever negative.this condition is only applies when price effect is on the revenue is greater than output effect
marginal revenue is negative where demand is inelastic
Price is determined by the market and Output level is the only choice the firm has to make. Since firms want to maximise profit, it will produce at a level where Marginal Cost equals Marginal Revenue. This is the profit maximisation pointUnder the perfect competition sellers will reduce prices in order to sell more than their competitors.
Price is determined by the market and Output level is the only choice the firm has to make. Since firms want to maximise profit, it will produce at a level where Marginal Cost equals Marginal Revenue. This is the profit maximisation pointUnder the perfect competition sellers will reduce prices in order to sell more than their competitors.
The marginal revenue of a monopolist is the additional revenue generated from selling one more unit of a good or service. Unlike in perfect competition, a monopolist faces a downward-sloping demand curve, which means that to sell more units, it must lower the price on all units sold. As a result, marginal revenue is less than the price at which the additional unit is sold. This relationship is key to understanding a monopolist's pricing and output decisions.