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- You are the manager of a firm that specializes in small single-board widgets.Your goal is to determine the number of units (Z) that must be produced and sold by your firm each month in order to maximize profits. The total benefits (revenues) and costs to your firm of producing various quantities are given in the first three columns of the following table. Based on this scenario, complete the table and answer the accompanying questions: Control Variable (Z) Total Benefits B(Z) Total Cost C(Z) Net Benefits N(Z) Marginal Benefit MB(Z) Marginal Cost MC(Z) Marginal Net Benefit MNB(Z) 0 0 0 1 200 10 2 380 30 3 540 60 4 680 100 5 800 150 6 900 210 7 980 280 8 1040 360 9 1080 450 10 1100 550 A. Graph the total cost and total benefit curves.B. On another graph, plot the points for the marginal cost, marginal benefit, and marginal net benefit.C. Show how the two…You are the manager of a firm that specializes in small single-board widgets.Your goal is to determine the number of units (Z) that must be produced and sold by your firm each month in order to maximize profits. The total benefits (revenues) and costs to your firm of producing various quantities are given in the first three columns of the following table. Based on this scenario, complete the table and answer the accompanying questions: Control Variable (Z) Total Benefits B(Z) Total Cost C(Z) Net Benefits N(Z) Marginal Benefit MB(Z) Marginal Cost MC(Z) Marginal Net Benefit MNB(Z) 0 0 0 1 200 10 2 380 30 3 540 60 4 680 100 5 800 150 6 900 210 7 980 280 8 1040 360 9 1080 450 10 1100 550 a. How many units (Z) maximize net benefits?b. What is the relationship between marginal benefits and marginal costs at the level of Z you determined above?c. Graph the total…Your firm's research department has estimated your total revenues to be and your total costs to be . What level of Q maximizes net benefits? (Note that the marginal functions are MR(Q) = 30,000 - 160Q and MC(Q) = 40Q)
- Your firm's research department has estimated your total revenues to be R(Q) = 30,000Q - 80Q^2 and your total costs to be C(Q) = 1,000 + 20Q^2 (a) What level of Q maximizes net benefits? (Note that the marginal functions are MR(Q) = 30,000 - 160Q and MC(Q) = 40Q) (b) what is the marginal benefit for the level of Q you computed? (c) what is the maximum level of net benefits?Your firm’s research department has estimated your total revenues to be R(Q) = 30, 000Q − 80Q2 and your total costs to be C(Q) = 1, 000 + 20Q2. (Note that the marginal functions are MR(Q) = 30, 000 − 160Q and MC(Q) = 40Q). What level of Q maximizes net benefits? What is the marginal benefit and marginal cost at this level of Q? What is the maximum level of net benefits? What is another word for net benefits in this example?You are the manager of a firm that specializes in small single-board widgets. Your goal is to determine the number of units (Z) that must be produced and sold by your firm each month in order to maximize profits. The total benefits (revenues) and costs to your firm of producing various quantities are given in the first three columns of the following table. Based on this scenario, complete the table and answer the accompanying questions: Control Variable Z Total Benefits B(Z) Total Cost C(Z)0 0 01 200 102 380 303 540 604 680 1005 800 1506 900 2107 980 2808…
- If a manager chooses the amount of an action that sets the marginal benefit of the action equal to its marginal cost, then i. all the units for which the marginal benefit exceed the marginal cost are undertaken. ii. none of the units for which the marginal benefit is less than the marginal cost are undertaken. A. Only ii is correct. B. Only i is correct. C. Both i and ii are correct. D. Neither i nor ii are correct.A firm has the following benefits and costs equations: B(Q) = 450Q - 26Q² and C(Q) = 126 + 18Q² Q that maximizes NB? The maximum net benefit is (profits)? Q that max TB? The profits that max TB? The results above indicate that: A. Profits are maximized at Q that max TB B. Profits at max TB > profits at max NB C. Profits at max TB < profits at max NB D. None of these statements is correct.You cannot equate coffee roaster explicit costs with coffee farmers’ explicit benefits, despite coffee roasters paying the farmers for their beans. What are some of the factors that account for this discrepancy? Why does the roaster care about the profitability of the coffee farmer? Why would they offset their reduced production costs by increasing the amount they pay to farmers?
- When marginal cost is greater than marginal benefit at the current activity level, the decision maker can increase net benefit by decreasing the activity because total cost will fall by more than total benefit will fall. net benefit is upward sloping at this point. marginal cost is rising faster than marginal benefit is falling. total benefit will rise by more than total cost will rise.A fast-food company spends millions of dollars to develop and promote a new hamburger on its menu only to find that consumers won& buy it because they done like the taste. From an economic perspective, the company should.......... keep the hamburger on the menu because they have spent so much money and time developing and promoting the product. spend more money to develop a more efficient way to cook the hamburger so it cooks in a shorter time. pull the hamburger off the menu and treat the development and promotion expenditures as a sunk cost. keep trying to sell the hamburger so that people who developed and promote it have a job with the company.A fast-food company spends millions of dollars to develop and promote a new hamburger on its menu only to find that consumers won't buy it because they don& like the taste. From an economic perspective, the company should keep the hamburger on the menu because they spent so much money and time developing and promoting the product. spend more money to develop a more efficient way to cook the hamburger so it cooks in a shorter time. pull the hamburger off the menu and treat the development and promotion expenditures as a sunk cost. keep trying to sell the hamburger so that people who developed and promote it have a job with the company.
