A company is the sole producer of holographic TVs. The daily demand for these TVs is Q=10,200 - 100P, where Q is the quantity demanded and P is the price. The cost of producing the TVs is (note that this implies that marginal cost is equal to Q, MC = Q).
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A company is the sole producer of holographic TVs. The daily
- What is the company’s total revenue schedule?
- What is the company’s marginal revenue schedule?
- What is the profit maximising number of TVs that the company must produce each day? What price should it charge per TV? What is the daily profit?
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- in which of the following statement is true? (choose one letter only) a. the Marginal Revenue is the approximate revenue from the production and sale of the x+1 unit after x units have been sold.b. the Marginal Cost is the approximate cost of producing the x−1 unit before x units have been produced. c. the Marginal Profit is the profit from the production and sale of the xth unit. d. All of these e. none of the aboveQUESTION 9 John lives in the small island nation of Vanuatu, and is a producer in the perfectly competitive market for galip nuts. A summary of some of his costs, which are given in the local currency (the "vatu"), is shown below. Quantity (kg of galip nuts) 0 30 60 90 120 150 Total Fixed Cost TFC (vatu) 5600 5600 5600 5600 5600 5600 Total Variable Cost TVC (vatu) 0 640 1520 2640 4800 9120 If John's profit-maximising quantity is 90kg of galip nuts, what is the marginal revenue per kilogram of galip nuts at this profit maximising quantity? Answer to the nearest whole number.i. Calculate the marginal cost, marginal revenue and profit for each unit of production. ii. How many units should the firm produce to maximise profit?
- (a) Calculate this firm’s marginal cost for output level 5. (b) Calculate this firm’s marginal cost for output level 6. (c) What is the average total cost at which, this firm reaches its break even-point? (d) What is the average variable cost at which, this firm reaches its shut-down point?i. Calculate the marginal cost, marginal revenue and profit for each unitof production. ii. How many units should the firm produce to maximise profit?1. Mariel runs an ice cream shop. Her short-run cost is given by 300 + is the number of ice cream cones she sells per day. + 3q where q 3000 (a) Find mathematical expressions for Mariel's marginal cost, average variable cost, and average total cost. (b) Sketch' Mariel's marginal cost, average variable cost, and average total cost. (c) Suppose the market price for ice cream cones is $3. How many ice cream cones will Mariel supply? What will her profits be? Identify your answers on the diagram and then compute the values mathematically. (d) Find the minimum market price such that Mariel will stay in business in the short-run, both on your diagram and mathematically. (e) Assume that Mariel can only run an ice cream shop of this size and in the long run must decide whether to operate or not. (In other words, assume that Mariel's LRAC curve is her short-run average total cost curve.) Identify the minimum market price such that Mariel will stay in business in the long-run on your diagram.…
- 1. A firm in a perfectly competitive industry has fixed costs of FC = 15, marginal costs of MC = 5 + 14g, and average variable costs of AVC = 5 + 7q. (a) What are the firm's variable costs (VC)? (b) What is the firm's total cost function? (c) If the price is $75, how much does the firm supply? (d) Does the firm continue to supply this quantity in the short-run? (e) Suppose there exists a standard market demand function from consumers (downward slopping). Please provide a logical discussion about how the market achieves short-run equilibrium.b) what is the profit maximizing output?(A) Comment on marginal revenue and marginal cost values when it is given that marginal profit is 0. (B) Also comment on total profit value of the firm.
- 6. esc A company sells one of its products for $42 each. The monthly fixed costs are $2700. The marginal cost of the product is $10. Let q=quantity and C(q) = cost. a) Express the total monthly costs, C, as a function of q, the quantity produced each month. C(q) = 9= :0: 21 O Express the total monthly revenue, R, as a function of the quantity, q, sold each month. R(q) = c) Find the quantity, q, produced and sold each month at which this company will break even. Round your answer to a whole number. F1 50,252 8. F2 20 F3 ITEMS 000 000 F4 F5 INFO MacBook Pro S F6 tv F7 RA ► 11 F8 W < Previous Nex F9 Instructions ^ F10 4) F11 €Suppose that total unit sales of iPhones and Android phones depends on both Apple’s and Google’s advertising expenditures: Google Advertise Don’t Apple Advertise 100, 100 120, 60 Don’t 60, 120 80, 80 To find the firm’s profits from the sales figures, assume that the price is $30, that the marginal cost is $20, and that the fixed cost of advertising is $300. (a) Fill in the profits in the following simultaneous-move game: Google Advertise Don’t Apple Advertise ? ? Don’t ? ? (b) What is the Nash equilibrium of the game? What strategies result in thehighest industry profits? Explain in words why the firms don’t choosethose strategies?What is Economic Profit as compared to the Financial Profit? To compute Economic Profits, which costs are used? Give example