Imagine that you are a price-taking firm with the following total cost schedule. 3 4 5 6 7 8 TC 10 16 20 23 27 32 38 45 53 Assume that if this firm produces zero they have a total cost of zero. (That is in italics because it's important. Notice that this is a problem we have done before except for a little twist. Can you notice what it is?) Another way of saying this is that there is no fixed cost. Fill in the following supply schedule. (Enter only integers.) (If you don't know what I'm talking about, pleeeeeease go back and figure out what supply means before you try to answer!) [Here is a hint: For each price and quantity you propose, check the profit.] Qs 3 4 5 6

4 total cost is c(4, r, q) 5 total 75. If Firm A has constant marginal cost, and input prices double to 2r and 2w, how much will it cost to produce q 6 units of output (what is c(6, 2r, 2w))? (HINT: First calculate the marginal cost for c(q, r, w), then calculate c(6, r, w), and then calculate c(6, 2r, 2w)) = Firm A has cost function c(q, r, w). At output q = cost is c(5,r, q) ○ c(6, 2r, 2w) ○ c(6, 2r, 2w) = 90 ○ c(6, 2r, 2w) = 150 c(6, 2r, 2w) O c(6, 2r, 2w) = 180 - = - 75 160 = 60, and at output q -

I need some help with the attached

Question 1 Include correctly labeled diagrams, if useful or required, in explaining your answers. A correctly labeled diagram must have all axes and curves clearly labeled and must show directional changes. If the question prompts you to "Calculate," you must show how you arrived at your final answer. Quantity of Output Total Cost $12 1 $14 2 $18 $24 4 $32 5 $42 6 $54 7 $68 The table above shows the total cost function for a typical firm producing hats in a perfectly competitive market. The market price for hats is $9 per hat. (a) Calculate the average variable cost of the fifth unit. Show your work. (b) What is the firm's profit-maximizing quantity of hats? Explain using marginal analysis. (c) Draw a correctly labeled graph showing the firm's demand and marginal cost curves, and show the profit-maximizing quantity of hats determined in part (b). (d) If the rent of the building the firm occupies increases, what will happen to the firm's profit-maximizing quantity of output in the short…

the orange square points on the marginal cost curve from low to high(16,12) (24,20),(30,36),(32,44),(34,52),(38,72)

part E

that table is related to those questions

What do economists call the sum of a firm's fixed costs and its variable costs? sunk cost marginal cost implicit cost total cost

Consider the same firm from the Monday assignment but now let's call that cost schedule total variable cost. Q            1               2               3                4                 5                6                7                   8                    9 TVC        12            20            24              28              34             42            52                 64                 78 And let's imagine that there is fixed costs of 18 which is sunk in the short run. a. Show this firm's average total cost, average variable cost and marginal cost on a graph.  Indicate the efficient scale (I don't think the book uses the words "efficient scale" but it's the quantity where profit would be zero when P=MC. We will discuss what I mean by "efficient scale but probably not before Thursday. By "indicate" I mean give the quantity and MC. I don't need every point to be exactly to scale, I just care about the general shape of the curves, where things cross and the location and…

Answer each of the following as true or false and briefly explain your answer. 9 39 8 1a) If ec> 1, increasing returns to scale and decreasing average costs are indicated 1b) 7 17 ▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬▬ Average cost exceeds marginal cost at the minimum efficient scale of plant. 0 0 1c) DA When total fixed cost and price are held constant, a reduction in average variable cost will typically cause a reduction in the breakeven activity level. 10X00X0 0,0 0,0 0 When long-run average cost is decreasing, it can pay to operate smaller plants at their peak efficiency rather than larger plants with some excess capacity.