A profit maximizing monopolist has a cost function C (g) = 2g, where q > 0 denotes the amount produced, and faces the aggregate demand curve %3D 100/p where p > 0 denotes the price per unit in the market. Assume that = 6 the monopolist chooses an optimal price in the range [1, 6]. The optimal price the monopolist would set up is _ while the Lerner index is Blank # 1 Blank # 2

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