1) A profit maximizing firm with the following total-cost function TC = X3 - 8X2 + 100X +512 operates under perfectly competitive conditions. Find the close-down point of this firm. [In case you have no calculus: MC = 3X2 - 16X + 100 ]
2. A monopoly firm's average variable costs are given by AVC = X2 - 3X + 14, and the market demand it confronts by X = 3 (230 - P)1/2. Find the firm's total fixed costs knowing that its maximum economic profits equal À = $400. [ In case you have no calculus: MC = 3X2 -6X +14 and MR = 230 - (27X2 / 81) ].
3. At its current output level of X = 10, a monopolistically competitive firm has MR = 4, MC = 4, ATC = 6, and P = 8. Is this market in long-run equilibrium? If not, please describe the adjustment process necessary to achieve long-run equilibrium.
Tags: