Consider these three statements: I. The dead-weight loss is equal to zero II. The consumer's surplus is equal to zero III. The producer's surplus is equal to zero If first-degree (or "perfect") price discrimination is possible, which of the statements are true?
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Step 1: Define first-degree (perfect) price discrimination — the seller charges each buyer the maximum they are willing to pay for each unit; the seller can set a personalized price equal to each buyer's reservation price. Show more…
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In first-degree price discrimination deadweight loss is zero. Hence, it is the most efficient market structure for both producers and consumers." Is the statement true? Explain.
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Consider the models of pricing with market power (i.e., price discrimination) covered in class. Which of the following statements is true? A. The model of 1st degree price discrimination implies zero consumer surplus and zero deadweight loss. B. A monopolist implements 3rd degree price discrimination across two markets, A and B. If the elasticity of demand is -2.5 in market A and -1.75 in market B, then the optimal price in market A should be lower than that optimal price in market B. C. Some of the pricing strategies of 2nd degree price discrimination are set up in a way that gives consumers the incentive to self-select into the option designed for them. D. All of the above. E. Only (a) and (c)
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If equilibrium is achieved in a competitive market where there is no government and tax the deadweight loss will equal the sum of consumer surplus and producer surplus. there is no deadweight loss. the deadweight loss will be the same as the opportunity cost the deadweight loss will be maximized.
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