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Two stores are located side by side and attract customers to each other and to themselves by advertising. Where x1 and x2 are the advertising expenditures of stores 1 and 2, the profits of the firms are (48 + x2) x1 - 2(x1) 2 for store 1 and (54 + x1) x2 - 2(x2) 2 for store 2. Knowing these functions, one investor buys both stores. In order to maximize his total profits, how much should he spend on advertising for store 1?
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