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An industry is a duopoly. Each firm produces an identical type of product and has identical long run average costs of $10 per unit. The market demand curve is Q=40-P. In this fake world, each firm can produce a non-integer quantity of product.
a) If the firms in the industry are allowed to collude, then calculate the profit-maximizing price, total quantity in the market and total combined profits of both firms.
b) In an alternate scenario to part (a), suppose that the industry reaches a Bertrand equilibrium, then the calculate the profit-maximizing price, total quantity in the market and total combined profits of bothh firms.
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Background info for question below: "For all problems consider a market containing four identical firms, each of which makes an identical product. The inverse demand for this product is P = 100?Q, where P is price and Q is aggregate output. For all ..
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