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Suppose a firm's inverse demand curve is given by P = 120 - .5Q and its cost equation is C = 420 + 60Q + Q2:a. Find the firm's optimal quantity, price, and profit (1) by using the profit and marginal profit equations and (2) by setting MR equal to MC. Also provide a graph of MR and MC.
b. Suppose instead that the firm can sell any and all of its output at the fixed market price P = 120. Find the firm's optimal output.
Write the expression for this firm's Total Revenue and write the expression for this firm's marginal revenue - what is the profit maximizing (or loss minimizing) level of output
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