Graph a perfectly competitive market with the following information. Industry Price: $12 MC @ 400 units: $9 MC @ 500 units: $12 MC @ 600 units: $15 MC @ 700 units: $ 22 ATC at Profit Max Q*: $10 Graphically show the area for TR, TC & Profits on the graph.

JYour business has the capacity to produce up to 5 units/week. The table & graph below show average cost (AC) for different weekly production levels. Your objective is to maximize profit each week. Average Cost 22 20 AC 18 1 20 14 2 15 12 3 12 10 1 2 4 4 13 Quantity 15 Your product sells in the market for $21/unit, and you can sell as many units at that price as you can bring to market. You know from your economics training that deciding how much to produce should rely on marginal concepts like marginal cost (MC). So, based on the AC table above, create a table that shows the MC of each unit. (Assume that there are no fixed costs, so total costs are zero if Q=0.) Based on MC for each unit, determine the profit-maximizing quantity to produce and sell. BRIEFLY explain your answer. (Your answer needs to be based on MC and being able to sell each unit for $21.) AC ($/unit)

The graph shows the situation facing Mike's Bikes Inc., a producer of mountain bikes. The demand and costs of other mountain bike producers are similar to those of Mike's Bikes. Draw a point to show the quantity of mountain bikes that Mike's produces and the price of a bike. Draw a shape to show the firm's economic profit or loss. Label it 400 350- 300- 250 200- 150- 100 50- 0+ Price and cost (dollars per bike) 0 MC ATC MR D 50 100 150 200 250 300 Quantity (mountain bikes per week) >> Draw only the objects specified in the question. Q E

Use table to find the required values: Price $32 Quantity 400,000 Explicit costs $3,500,000 Implicit costs $4,100,000 (A) Calculate total revenue. (B) Calculate accounting profit. (C) Calculate economic cost. (D) Calculate economic profit.