Find the price p in the cournot equilibrium

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An oligopolistic market has n firms producing a homogeneous good. Let qi denote the quantity produced by firm i and ci its constant marginal cost. The market demand curve is given by Q=p^-? ,
where Q= ?qi is the total quantity sold. (1<i<n)
Find the price P in the Cournot equilibrium ( assume that ci ' s are such that all firms produce a positive amount and that the second order conditions are satisfied). If all firms have the same marginal cost ci=c, what is the price when n=1 and when n?  Discuss.

Reference no: EM13204357

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