5. The following is a price demand function for a company that produces and sells themed p(x)= 60 – 0.05x, T-shirts: where p is the price in dollars at which exactly x T-shirts are sold. a. How many T-shirts should the company sell to maximize Revenue? b. What is the price per T-shirt that would lead to the maximum revenue? Given that the company's cost function is: C(*)= 5x + 3000 should they sell to maximize profit? , how many T-shirts c.

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