Person A smokes, but his room mate B hates smoking. A and B have the following utility functions: UA= 100+8c-0.1c²; U =
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Person A smokes, but his room mate B hates smoking. A and B have the following utility functions: UA= 100+8c-0.1c²; U =
Person A smokes, but his room mate B hates smoking. A and B have the following utility functions: UA= 100+8c-0.1c²; U = 100 - 6c where c is the number of cigarettes smoked by A. Also assume that cigarettes are available at zero cost. Determine: a. the socially optimal level of cigarette smoked by A; b. the number of cigarettes smoked by A when he is completely free to smoke; c. the optimal Pigouvian tax.