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Assuming that the market for cigarettes is in perfect competition, what does allocative and productive efficiency imply in this case? What does it not imply?

Short Answer

Expert verified

Cigarettes are regarded as a social disease, their productive and allocative efficiency is unchanged. Cigarettes are regarded as a social problem.

Step by step solution

01

Definition

When the allocation of reosurces is done in such a way that the maximum benefit is being derived for all parties, it is known as allocative efficiency. The ability to produce maximum quantity at minimum cost is referred to as productive efficiency.

02

Explanation

Producing on the production potential frontier is what productive efficiency requires. Cigarettes are produced and sold at the lowest possible average cost in the long run in a perfectly competitive market.

The term "allocative efficiency" refers to the social preference for a certain place on the production potential frontier. Firms create where P = MC, ensuring that the advantages to consumers of what they are buying, as measured by their willingness to pay, are equal to the costs to society of producing the marginal units, as assessed by the firm's marginal costs.

It does not, however, mean that the result is socially good. Although cigarettes are regarded as a social disease, their productive and allocative efficiency is unchanged. Cigarettes are regarded as a social problem.

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Perfectly competitive firm Doggies Paradise Inc. sells winter coats for dogs. Dog coats sell for \(72 each. The fixed costs of production are \)100. The total variable costs are \(64 for one unit, \)84 for two units, \(114 for three units, \)184 for four units, and $270 for five units. In the form of a table, calculate total revenue, marginal revenue, total cost and marginal cost for each output level (one to five units). On one diagram, sketch the total revenue and total cost curves. On another diagram, sketch the marginal revenue and marginal cost curves. What is the profit-maximizing quantity?

1. A computer company produces affordable, easy-to-use home computer systems and has fixed costs of \(250. The marginal cost of producing computers is \)700 for the first computer, \(250 for the second, \)300 for the third, \(350 for the fourth, \)400 for the fifth, \(450 for the sixth, and \)500 for the seventh.

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