Question

a. Suppose Latte Larry’s successfully eliminates their rival Mocha Joe’s so that Latte Larry’s is now...

a. Suppose Latte Larry’s successfully eliminates their rival Mocha Joe’s so that Latte Larry’s is now a coffee monopolist. Let Latte Larry’s cost function be C(q) = 2q and the inverse demand for coffee be p(q) = 20 − 0.5q.

What is the profit-maximizing price that Larry will choose?

b. Suppose Latte Larry’s successfully eliminates their rival Mocha Joe’s so that Latte Larry’s is now a coffee monopolist. Let Latte Larry’s cost function be C(q) = 2q and the inverse demand for coffee be p(q) = 20 − 0.5q.

Using the profit-maximizing price you found in the previous question, calculate the deadweight loss in the market as a result of Larry's monopoly. You will certainly find it helpful to draw a diagram to assist in calculating this number.

I believe they are asking for the equilibrium price minus the answer I got in a for question b. Equilibrium is 18 - 11 so 7?

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Answer #1

Monopolist equilibrium condition is MR=me Cle) = de MC =&((E) - 2 PC 20-0.5 (18) o & Die all P (E) = 20 -0.5% TR = Pxq = 208-MC = AR 2 = 20 — 0:5 (@) 19 : Pe 65 |30 * ) Мќе с. 20-9 22. 20 - 18 22 рыі? Ах (1-2) х (36 - 19) Dul eP) frice DWL -MC AR MRI

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