Question 23 When the slopes of the total benefit and total cost functions are equal which of the following is correct? Net benefits are minimized. Net benefits are maximized. O Net benefits are are zero. Net benefits are negative.
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Please answer with reason for all why the option is correct and why the other options are incorrect
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- Assume that the price per hamburger is $2.50. The incremental value to you of each hamburger is described in the table below. If you are seeking to maximize total net gains from hamburgers, how many hamburgers should you purchase? Pairs of jeans Marginal Benefit 1 $8.00 2 $6.00 3 $4.00 4 $2.00 5 $0.00 Group of answer choices 3 2 4 5 1Complete the following table and answer the accompanying questions. Control Variable Q Total Benefits B(Q) Total Cost C(Q) Net Benefits Benefits N(Q) Marginal Benefit MB(Q) Marginal Cost MC(Q) Marginal Net Benefit MNB(Q) 100 1,200 950 210 60 101 1,400 70 102 1,590 80 103 1,770 90 104 1,940 100 105 2,100 110 106 2,250 120 107 2,390 130 108 2,520 140 109 2,640 150 110 2,750 160 a. At what level of the control variable are net benefits maximized? b. What is the relation between marginal benefit and marginal cost at this level of the variable? multiple choice Marginal cost is much smaller than marginal benefit. Marginal cost is slightly larger than marginal benefit. Marginal cost is slightly smaller than marginal benefit. Marginal cost is much larger than marginal benefitSuppose that the total benefit and total cost from a continuous activity are, respectively, given by the following equations: B (Q) = 100 + 36Q -4Q and C (Q) = 80 + 12Q Write out the equationfor the net benefits. What are the net benefits when Q= 1? Q= 5? Write out the equation for the marginal net benefits. What are the marginal net benefits when Q= 1? Q= 5? What level of Q maximizes net benefits? At the value of Qthat maximizes net benefits,what is the value of marginal net benefits?
- Suppose that the total benefit and total cost from a continuous activity are, respectively, given by the following equations: B (Q) = 100 + 36Q -4Q and C (Q) = 80 + 12Q a)-What are the marginal net benefits when Q= 1? Q= 5? b)-What level of Q maximizes net benefits? c)-At the value of Qthat maximizes net benefits,what is the value of marginal net benefits?1.Use the marginal analysis technique to determine the quantity of organic coconut oil that will maximize net benefits. Present results in table form and highlight the maximizinglevel. 2. Graphically illustrate letter B. Separate the graphs for TB – TC approach, MB = MC rule, and net benefit (maximum). The sequence of the graph: (1) TB – TC approach (topmost graph); (2) net benefit (middle graph); and (3) MB, MC, & MNB (last, 3rd graph). But be sure that the graphs are parallel in X-axis so as to be consistent in the results. (Label your graphs accordingly and appropriately.)7 Total net benefits of an activity are maximised at the level when the marginal benefit (MB) of the activity is greater than the marginal cost (MC) of the activity. true or false
- Total net benefits are maximized when marginal net benefits are ... Question 8Select one: a. maximized. b. minimized. c. zero. d. equal to the discount rate. e. equal to price.Specify and explain the typical shapes of marginal-benefit and marginal-cost curves. How are these curves used to determine the optimal allocation of resources to a particular product? If current output is such that marginal cost exceeds marginal benefit, should more or fewer resources be allocated to this product? Explain.Marginal Analysis is an examination of the additional benefits of an activity compared to the additional costs incurred by that same activity. This table displays a marginal analysis of buying an extra slice of pizza. The Marginal Benefit column represents the willingness to pay for each slice. Use the table to determine which of the following statements is most true? A) You will purchase 1 slice of pizza because the Marginal Benefit of the second slice exceeds the marginal Cost. B) You will purchase 2 slices of pizza because the Marginal Benefit of the third slice exceeds the marginal Cost. C) You will purchase 3 slices of pizzas because the Marginal cost of the fourth slice exceeds the Marginal Cost. D) You will purchase 2 slices of pizza because the marginal Cost of the third slice exceeds the marginal Benefit.
- How do you calculate marginal benefits? For example, what are the marginal benefits of consuming a third plate of dessert? QTY 1 2 3 4 5 6 7 8 9 Total benefits 8 15 21 26 29 31 32 32 30 Total Cost 4 8 12 16 20 24 28 32 361 Use the equations given below and calculate total benefit, total cost, marginal benefit, and marginal cost for values of Q ranging from 35 to 45 Total Benefits: P = 314Q – 16Q Marginal Benefits: P = 314 – 32Q Total Cost: P = 50Q + 17Q Marginal Cost: P = 50 + 34Q 1) Graph total benefit and total cost on one graph, and marginal benefit and marginal cost on the other graph 2) Find the optimal value of Q and P 3) Calculate the total benefit, total cost, and net benefit at the equilibriumWhat are the usual steps in Benefit – Cost Analysis? a) Try to figure out what result or conclusion you want, and then set the assumptions to make sure the analysis produces that result. b) Identify the potential benefits and figure out a way to valuate them. c) Identify the potential costs and valuate them. d) Dismiss those benefits and costs to which you cannot assign a numerical value e) Estimate the probability of each of the benefits and costs actually materializing or occurring. f) Mulltiply the value of costs and benefits by their respective probabilities to arrive at the "mathematical expectation" or "mathematically expected" value. g) For costs and benefits expected in the future, especially distant future, discount their value to the present time, using a "reasonable" discounting rate.