consider a profit-maximizing monopoly pricing under the following conditions. the profit-maximizing quantity is 40 units, the profit-maximizing price is $160, and the marginal cost of the 40th unit is $120. if the good were produced in a perfectly competitive market, the equilibrium quantity would be 50, and the equilibrium price would be $150. the demand curve and marginal cost curves are linear. what is the value of the deadweight loss created by the monopolist? group of answer choices $200 $100 $40 $400

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The deadweight loss due to monopoly pricing would then be the financial advantage foregone with the aid of customers with a marginal gain of between $0.10 and $0.60 per nail.

Do monopoly generates a deadweight loss?

The monopoly pricing creates a deadweight loss because the association forgoes transactions with the consumers. Monopolies can turn out to be inefficient and less progressive over time because they do no longer have to compete with other producers in a marketplace. In the case of monopolies, abuse of energy can lead to market failure.

What is the monopoly formula?

MR = [1/Ed]P + P. MR = P(1 + 1/Ed) This is a beneficial equation for a monopoly, as it hyperlinks the rate elasticity of demand with the rate that maximizes profits.

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