Suppose the market price (P*) is $3.00 per unit and the profit-maximizing output level (Q*) is 2,500 units (where MR = MC). When %3D the average fixed cost (AFC) is $1.00 and the total variable cost (TVC) is $5,000.00, the firm earns in economic profits. $0.00 $5.00 $500.00 $100.00
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- 4. Assess which of the following is true and which is false.A firm’s profit equation is given by π = -100 + 160Q – 20Q2. Therefore,a) The firm’s fixed cost is 100.b) The firm’s fixed cost is 40 and variable cost is 20.c) Marginal profit is Mπ = 160 – 20Q.d) The firm’s profit-maximizing output is Q = 4.e) Marginal profit is Mπ = 160 – 40Q and it is positive for quantities that are lower than theprofit-maximizing quantity.Output AFC AVC ATC MC 1 300 100 400 100 2 150 75 225 50 3 100 70 170 60 4 75 73 148 80 5 60 80 140 110 6 50 90 140 140 7 43 103 146 180 8 38 119 156 230 9 33 138 171 290 10 30 160 190 360 Refer to the chart above. If the market price is $179, the per-unit economic profit at the profit maximizing output is what? 15 23 33 39A local microbrewery has total costs of production given by the equation TC=500+10q+5q2. This implies that the firm's marginal cost is given by the equation MC=10+10q (you do not need to be able to show this). The market demand for beer is given by the equation QD=105 – (1/2)*P. a) Write the equations showing the brewery's average variable cost.
- Now suppose firm X undertakes a process innovation that reduces its marginal cost ofproduction from $20 to $15. The fixed cost of undertaking this process innovation is F > 0. Is this atough commitment or a soft commitment? Why? For what values of F would it make sense for firm Xto make this commitment?Highest price where quantity of output is equal to zero = R1200P*= R650MC at Q*= R260AVC at Q*= R150AFC at Q*= R300Price at allocative efficient output level = R400Allocative efficient level of output = 180 unitsTotal fixed cost = R33000MC at output equal to zero = R100 1.1. Assuming profit maximising behaviour, calculate each of the following for Firm M. ATC = RQ*= unitsProfit / loss = RLerner index = Mark-up = Consumer surplus = RDeadweight-loss = RTVC = RA price-taking firm in a competitive industry of a good that is continuously divisible (like sand) has a total cost function TC(Q) = 3.5Q^2 + 100Q + 500. The market price for the good is p = $240. a: Carefully write out this firm’s profit maximization problem, using the particulars of thisproblem. b: Give the marginal condition (equation) that characterizes the solution to this problem. Solvethis condition for the firm’s optimal quantity Q*. c: Calculate the firm’s maximized profit. d: On a graph with quantity on the horizontal axis, neatly plot the marginal revenue curve andmarginal cost curve. Show Q* on your graph. e: Label areas on your graph using a, b, c, etc. and indicate the areas that correspond to totalrevenue and variable cost.
- Please help ASAP What is the firm's fixed cost? What is the profit-maximizing level of output? Given that half of the fixed cost is avoidable and the firm produces at the optimal level of output, what is the firm's avoidable cost? Should the firm shut down its production? yes or noA manufacturing firm faces the cost of production as follows : Quantity Total Fixed Costs Total Variable Costs 0 $ 100 0 1 $ 100 $ 40 2 $ 100 $ 60 3 $ 100 $ 80 4 $ 100 $ 130 5 $ 100 $ 190 6 $ 100 $ 350 (a) Calculate the company's average fixed costs, average variable costs, average total costs,, and marginal costs at each level of quantity larger than zero (b) Suppose the price of the firm's product is $ 90, what is the firm's optimal production quantity? What is the firms profit under this quantity?Natural-ExP is a unique company that is dedicated to making day trips to the Nevado de Toluca. The service includes transportation, food and guide service. Being the number of tickets sold, if the cost function of serving a new customer is Cmg = 20q, the marginal revenue function Img = 600−40q and the demand is q = (600 − p) /20. Under this scenario, what is the price of the excursion. $400 $600 $300 $100
- A company manufacturing laundry sinks has fixed costs of $100 per day but has totalcosts of $2,500 per day when producing 15 sinks. The company has a daily demand functionof q = 360 − p, where q is the number if laundry sinks demanded and p is te price ofa laundry sink. ) If production increases continuously, what is likely to be the average cost per sink? How many laundry sinks will the company need to produce in order to maximise it′s profits? What is the maximum profit?A local microbrewery has total costs of production given by the equation TC=500+10q+5q2. This implies that the firm's marginal cost is given by the equation MC=10+10q (you do not need to be able to show this). The market demand for beer is given by the equation QD=105 – (1/2)*P. a) Write the equations showing the brewery's average total cost .A firm has a linear demand function for its product. When the price of the product isSh.220, the quantity demanded is 40 units. When the price increases to Sh.240, thequantity demanded becomes 30 units. In addition, the firm’s marginal cost function isgiven by:MC = 40q – 2q2 + 2Fixed cost = Sh.5 millionWhere q = quantity demanded, MC = marginal cost (Sh. million)Evaluate the level of output that maximizes profits.