3. Maximize the following total revenue TR and total profit functions by i. finding the critical valu(s), ii. testing the second-order conditions, and iii. calculating the maximimum TR of t. a. π =-Q³-50² +2000Q - 326 b. =-Q³-60²+1440Q-545
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- calculate rians marginal revenue and marginal cost for the first 7 phone cases they produce ans plot them on the graph. Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.c. Note that these results imply the marginal revenue, or marginal benefit, of website analysis is MB(X) = 11.09 − 0.2 × X and the marginal cost of website analysis is MC(X) = 0.21 × X. What level of website analysis will maximize net benefits? Round to the nearest hundredth.if marginal revenue equals $2 and marginal cost equals $3 at a certain output then.... a. the output is wealth maxinmizing b. that output it not profitable c. that output does maximize wealth d.that output should be expanded
- Q3_A The Break even Analysis of firm show that: BEP = 1000 FC = 10,000 $ P = 3% of the quantity of zero profit. A) The point of intersection of TR with TC is at the cost point of $ 45,000 for TR. B) At the point where (zero units sold) TC equals $ 5,000 C) the start of the line drawing for TR is at cost point $ 0 D) the value UVC for the product in question equals $ 10) E)the FC value in a point for BFP equals $ 10,000 For the given choices, showing which one is True and which one is False, correcting the False ones and given a reasonable reason for the True. Write your answer below:Choose the letter/s of the correct answer/s. How are you going to maximize a profit if the price is given as 3 – 25D? A. Differentiate the price, then multiply the demand and subtract the total costs. Set equal to 0.B. Use the profit formula, then differentiate the total costs. Set equal to 0.C. Subtract the total costs from total revenue then differentiate. Set equal to 0.D. Differentiate the total price then subtract the total costs. Set it equal to 0.How are you going to maximize a profit if the price is given as 3 – 25D? A. Differentiate the price, then multiply the demand and subtract the total costs. Set equal to 0.B. Use the profit formula, then differentiate the total costs. Set equal to 0.C. Subtract the total costs from total revenue then differentiate. Set equal to 0.D. Differentiate the total price then subtract the total costs. Set it equal to 0.
- *2. The demand for meat pies is given by Qd = 60,000 – 10,000P. The current price for meat pies is $3.50. a) If the price increases, will more or less money be spent on meat pies? b) At what point will revenue on pies be maximized? Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.A company participating in a market of perfect competition invoices monthly 154,200 units, the sum of $308,400,000, so P = $2,000 With this level of sales, the company has saturated its production capacity and as a result its costs have risen sharply. Its marginal cost (MC) is MC = (q2 / 2,000,000) - (q / 20) + 2,450. It is determined that its fixed costs (FC) amount to $20,500,000. You want to know: (a) whether the company should increase or decrease its production and by how much. b) what would be the optimal level of production (q*)? c) what is the profit at the optimal level of production? d) what is the company's current profit?28. Marginal cost is greater than marginal revenue beyond output 320. True False 29. At 100 output, marginal revenue is less than marginal cost. * True False
- Total Total Revenue Cost Quantity (TR) (TC) Profit (MR) (MC) 0 0 8 1 8 10 2 16 11 3 24 13 4 32 16 5 40 20 6 48 27 7 56 36 8 64 47 9 72 65 10 80 90 Marginal Marginal Revenue Cost Fill in the table to determine the profit maximizing level of output, price, and profit. The optimal quantity is A/ A (number) units, the optimal price is (number) dollars, which maximizes (number) dollars. This table A profits at displays profit maximization under the (perfect competition / monopolistic competition / oligopoly / monopoly) market structure.The global pandemic 2020 has promoted a race to capture the market for introducing effective vaccine and treatments. (please use excel/word) a)- If PFIZER is the sole vaccine provider given the following information, answer the questions below: Output Price/Unit Total Cost 1 5500 1000 2 5000 1200 3 4500 1500 4 4000 2500 5 3500 4000 6 3000 5700 7 2500 7500 8 2000 9400 9 1500 11400 10 1000 13500 Given the tabular information above find the profit-maximizing output and price also illustrate the same using the two-dimensional labeled diagram. Show the calculation as well. (use excel) b)- Assume if many firms enter into the business of providing vaccine determine: How the demand curve of PFIZER would change and how it would now maximize its profit? The kind of market structure now PFIZER is forced to operate in? Also,…Token price increases from $1.25 to $2.50: Ridership now declines to 25 % equivalent to 10 M less riders.......Assume costs (accounting) increase to $ 55 M and economic costs increase to $ 65 M; Supply increases by + 10%; * What is your revised "PED" & "PES"?; * What are your new profit & loss values based on evaluation of both accounting & economic costs ? Are you better or worse off ? * What could happen if your analysis was extended from one (1) month to six (6) months ? * What could happen if your market's (audience) average income increases or decreases by + / - 15 % given the change in the token cost from $1.25 to $2.50 ? * Would your "PED" and "PES" and profit / loss values change as well ?
