The market for dental floss has m firms, each with a marginal cost of zero. Assume all dental floss is indistinguishable to consumers. The market is characterized by Cournot competition, where Firm 1 produces q₁ and all other firms each produce â. The market demand function is P = 100-19, where qi is quantity of floss produced by firm i. How can we write down Firm 1's marginal revenue? MR₁ = 100-291-(m + 1). OMR₁ = 100-9₁-(m-1)â. MR₁ [100-91-(m + 1)991. OMR₁ = 100-2q1 - (m-1)q.

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ISBN:9781285859460
Author:BOYES, William
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Chapter25: Monopoly
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The market for dental floss has m firms, each with a marginal cost of zero. Assume
all dental floss is indistinguishable to consumers. The market is characterized by
Cournot competition, where Firm 1 produces q₁ and all other firms each produce â.
The market demand function is P = 100-19, where qi is quantity of floss
produced by firm i. How can we write down Firm 1's marginal revenue?
MR₁
100-291-(m + 1)â.
OMR₁ = 100 q₁ (m1)q.
OMR₁ = [100-91-(m+1)4]91.
MR₁ = 100-2q₁ - (m-1).
=
Transcribed Image Text:The market for dental floss has m firms, each with a marginal cost of zero. Assume all dental floss is indistinguishable to consumers. The market is characterized by Cournot competition, where Firm 1 produces q₁ and all other firms each produce â. The market demand function is P = 100-19, where qi is quantity of floss produced by firm i. How can we write down Firm 1's marginal revenue? MR₁ 100-291-(m + 1)â. OMR₁ = 100 q₁ (m1)q. OMR₁ = [100-91-(m+1)4]91. MR₁ = 100-2q₁ - (m-1). =
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