In a monopoly market, the inverted demand function 𝑝 (𝑄) = 100 −2𝑄 and the monopolist's margin

Post by **answerhappygod** » Wed Mar 09, 2022 8:28 am

In a monopoly market, the inverted demand function

𝑝 (𝑄) = 100 −2𝑄

and the monopolist's marginal cost function

𝑀𝐶 (𝑄) = 10 + 2𝑄

How big is the deadweight loss because it is a market with a
monopoly, and not a perfect competitive market?
(right answer is 112.5, but I need step by step explanation, if
possible preferably no paper answer)

In a monopoly market, the inverted demand function &#119901; (&#119876;) = 100 −2&#119876; and the monopolist's margin

In a monopoly market, the inverted demand function &#119901; (&#119876;) = 100 −2&#119876; and the monopolist's margin

In a monopoly market, the inverted demand function 𝑝 (𝑄) = 100 −2𝑄 and the monopolist's margin

In a monopoly market, the inverted demand function 𝑝 (𝑄) = 100 −2𝑄 and the monopolist's margin