Q |
TC |
0 |
$ 100 |
1 |
110 |
2 |
130 |
3 |
160 |
4 |
200 |
5 |
250 |
6 |
310 |
7 |
380 |
8 |
460 |
9 |
550 |
10 |
650 |
11 |
760 |
Q | MC = Change in TC |
0 | - |
1 | 110 - 100 = 10 |
2 | 130 - 110 = 20 |
3 | 30 |
4 | 40 |
5 | 50 |
6 | 60 |
7 | 70 |
8 | 80 |
9 | 90 |
10 | 100 |
11 | 110 |
a) P = 70 = MC at Q = 7. So, perfectly competitive profit maximizer produces 7 units because it maximizes profit at the point where P = MC.
b) P = 90 = MC at Q = 9. So, perfectly competitive profit maximizer produces 9 units because it maximizes profit at the point where P = MC.
c) Profit = Total Revenue - TC = P*Q - TC = (90*9) - 550 = 810 - 550 = 260. As economic profit is positive, so firms will enter this market.
d) Monopolist maximizes profit where MR = MC. MR = MC = 60 at 6 units. So, monopolist will produce 6 units.
A firm has the following total costs, where Q is output and TC is total cost:...
(10 pts) A firm has the following relationship between output (Q) and total cost (TC): Q TC 0 $100 1 110 2 130 3 160 4 200 5 250 6 310 7 380 8 460 9 550 10 650 Say the firm is a perfect competitor. If the market price for its product is $ 80, at what output level will this firm produce at (as a profit maximizer)? At the output level in (a), are firms in this industry...
(10 pts) A firm has the following short run total costs, where Q is output and TC is total cost: Q TC 0 $ 100 1 110 2 130 3 160 4 200 5 250 6 310 7 380 8 460 9 550 10 650 11 760 What is total fixed cost equal to? What is average total cost at Q = 3? What is average variable cost at Q = 6? What is marginal cost at Q = 8?...
A firm has the following short run total costs, where TC is total cost and Q is output: Q TC 0 $ 100 1 $ 120 2 160 3 210 4 290 5 390 6 510 7 650 8 810 At Q =5, is the firm operating under increasing or diminishing returns, and why?
1) A perfectly competitive firm faces the following Total revenue, Total cost and Marginal cost functions: TR = 10Q TC = 2 + 2Q + Q2 MC = 2 + 2Q At the level of output maximizing profit , the above firm's level of economic profit is A) $0 B) $4 C) $6 D) $8 *Additional information after I did the math: The price this firm charges for its product is $10, the level of output maximizing profit is 4...
A firm has the following short run total costs, where TC is total cost and Q is output: Q TC 0 $ 100 1 $ 120 2 160 3 210 4 290 5 390 6 510 7 650 8 810 (a) What is total fixed cost equal to? (b) What is total variable cost equal to at Q = 2? (c) What is average total cost equal to at Q = 5? (d) What is marginal cost equal to at...
Consider a competitive firm with total costs given by TC(q) = 100 + 10q + q 2 The firm faces a market price p = 50. (d) Find the profit-maximizing level of output q^*. At this level of output, what are TR, TC, ATC, and π? (e) Graph the ATC, AVC, MC, and MR curves in a single graph, and indicate the profit-maximizing level of output. If there are profits, shade the region corresponding to profit and label it.
1. Assume that at a given level of output a monopoly firm has marginal revenue of $9, its ATC is $9, and marginal cost is $7. If this firm were to incrementally increase its output then A) profit will increase B) price will increase C) profit w decrease D) price will equal marginal revenue. 2. For a monopoly firm, if AVC = $20, P = $21, and ATC = $22, then the firm should: A) increase production. B) produce at...
A perfectly competitive firm faces a market price of $100 and has total cost of TC = 100 + 0.25q + 0.01q2. How much output (q) should this firm produce to maximize profits?
a firm in perfectly competitive market sells all its products Q at constant price p (1)A firm in a perfectly competitive market sells all its product (Q) at a constant price (P) of $60. Suppose the total cost function (TC) for this firm is described by the following equation: 2 3 TC(Q) = 128 +690 - 140 + Q (a)Form the profit function and determine the output that maximizes the firm's profit. Evaluate the second order condition to assure that...
Given a perfectly competitive firm in the output market where: P0= exogenous price, C(Q) = cost function where: C’ > 0, C” > 0. a)State the firm’s profit function in terms of Q. b)Find the F.O.C. that maximizes profits at Q*. c)Interpret the F.O.C. d)Find the S.O.C. that maximizes profits at Q*. e)Interpret the S.O.C. f)Find dQ*/dP0using the implicit function rule on the F.O.C. g)Interpret the derivative in (f) economically.