Refer to Figure 2 Price and cost per unit $32 28 25 3 14 15 Ć MR 26 28 34 Show Transcribed Text MC ATC Demand Quantity Refer to Figure 2 to answer the following questions. a) What quantity will this monopoly produce and what price will it charge? b) Suppose the government decides to regulate this monopoly and imposes a price ceiling of $25. Now what quantity will the monopoly produce and what price will it charge? c) Will every consumer who is willing to pay the ceiling price of $25 be able to buy the product? Briefly explain.
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- PUP 48,213 UST 40,000 FEU 27,889 LRT2 200,000 passengers daily If 60% of PUP, 30% of UST, and 85% of FEU students take LRT2 daily and pays an average fare of Php25 per day… What is the total annual market size (revenue) of LRT2? What is the total annual market size (revenue) of the 3 schools? If operations is halted for 1 week, what is the projected loss in revenues? What is the market share (volume) of: PUP students? UST students? Feu students?Karen goes to the casino with 1000$ and plays the following strategy: In her first game, she putsin 1$. If she wins, she finishes playing and takes her profit home. If she looses a game, she willplay another game and put in twice as much money as she did in the previous game. If she wins,she will finish playing and take her profits home. She will keep going with that strategy, untilshe either wins a game or runs out of money.(a) Create a table for n = 1, 2, ..., 10 which lists: (a) The amount of money she puts in in game n;(b) the sum of the amount of money she has put in in all games up to this game n; and (c)her overall profit if the game n is the first game she wins.(b) What is the likelihood of her loosing 8 games in a row?(c) How many games can she loose in a row before she cannot afford to continue with herstrategy of doubling her bet?(d) Given the low likelihood of loosing, is this a smart strategy for Karen to pursue?Jenni has decided to start knitting during quarantine. She decides to open an etsy shop where she can sellknitted hats. Each hat costs $4.50 in materials to produce, in addition to the fee of $150 to license her shop.She plans on selling each hat for $24.50. (a) Write the cost, revenue, and profit equations for Jenni’s hat buisness. (b) Determine the profit if 13 hats are sold.(c) Determine thebreak-evenpoint.
- 1. Direct laborrate: $15.00perhour Production material: $375 per 100 items Factory overhead: 125% of direct labor Packing costs: 75%ofdirectlabor Desiredprofit: 20%oftotalmanufacturing cost use the above information to answer how many units must be sold to achieve a profit of $25,000? [Note that the units sold must account for total production costs (direct and overhead) plus desired profit. 2. A small textile plant was constructed in 2004. The major equipment, costs, and factors are shown below. Estimate the cost to build a new plant in 2014 if the index for this type of equipment has increased at an average rate of 12% per year for the past 10 years. Show work and Select the closest answer. a) $4,618,000 b) $10,623,000 c) $14,342,000 d) $ 14,891,000AVC=10-0.03Q+0.00005Q2TFC=60If P=10, what is the profit maximizing level of output?No written by hand solution Version:0.9 StartHTML:0000000105 EndHTML:0000006359 StartFragment:0000000141 EndFragment:0000006319 The demand and the supply of timber for construction in Australia are given by QD =100 – 20P QS = 5P We assume the market is perfectly competitive. 2.1. Compute the equilibrium price PCE and quantity QCE. 2.2. Plot on a graph: the demand curve, the supply curve, and the equilibrium price and quantity. 2.3: Calculate the price elasticity of demand and price elasticity of supply at the equilibrium price and quantity. 2.4. Calculate the producer surplus and consumer surplus in the equilibrium and illustrate them in a graph. 2.5. Suppose there are many construction companies collapsed (and left the market), use a demand and supply graph to explain how the collapse affects the equilibrium price and quantity. 2.6. Consider the setup in 2.1-2.4, and suppose there is a strike of loggers, which change the supply to QS = 4P. Calculate the new…
- Problem 6Cannes Croissants (not a real company) wishes to determine the optimum production quantity for its topselling product, almond croissants. The annual demandfor almond croissants is 12,000 units. The setup costs fora production run of the croissants is US$15. The holdingcost per unit per year is US$0.50. Production is mostefficient when 80 croissants are produced per day. Thecompany operates 300 days during a year.a What is the economic production quantity (EPQ)?b How many production runs will there by per year?c What is the maximum inventory level?d What is the total annual cost (in US dollars)?e What is the length of a production run in days?Problem 1. During your first month as an employee at Greenfield Industries (a large drill-bitmanufacturer), you are asked to evaluate alternatives for producing a newly designed drill bit on aturning machine. Your boss’ memorandum to you has practically no information about what thealternatives are and what criteria should be used. The same task was posed to a previous employeewho could not finish the analysis, but she has given you the following information: An old turningmachine valued at $350,000 exists (in the warehouse) that can be modified for the new drill bit.The in-house technicians have given an estimate of $40,000 to modify this machine, and they assureyou that they will have the machine ready before the projected start date (although they havenever done any modifications of this type). It is hoped that the old turning machine will be able tomeet production requirements at full capacity. An outside company, McDonald Inc., made themachine seven years ago and can easily do the…1. How would you define “engineering economy”? 2. Explain why differences between alternatives are of major interest in engineering economystudies. 3. What is the difference between a monopoly and an oligopoly? Give at least one example ofeach. SUBJECT: ENGINEERING ECONOMY
- Johnson Controls spent more than $2.5 millionretrofitting a government complex and installing acomputerized energy-management system for theState of Massachusetts. As a result, the state’s energybill dropped from an average of $6 million a yearto $3.5 million. Moreover, both parties will benefitfrom the 10-year life of the contract. Johnson recovers half the money it saved in reduced utility costs(about $1.2 million a year over 10 years); Massachusetts has more money to spend on other things. Whatis the rate of return realized by Johnson Controls inthis energy-control system?The BCY Corporation provides accounting services to a wide variety of customers, most ofwhom have had a business association with BCY for more than five years.BCY's demand is: P = 24,000 – 20Q, and BCY's marginal cost of service is: MC = 40Q.a. If BCY charges a uniform price for a unit of accounting service, Q, what price must itcharge per unit, and how many units must it produce per time period in order to maximizeprofit? Calculate the consumer surplus.b. If BCY could enforce first-degree price discrimination, what would be the lowest pricethat it would charge and how many units would it produce per time period?c. With perfect price discrimination and ignoring any fixed cost, what is total profit andwhat is the amount of consumer surplus?Critics of command-and-control policy often argue that regulationsare costly to business and industry, yet cost-benefitanalyses (p. 94) repeatedly show that regulations bring citizensmore benefits than costs, overall. Each year the U.S. Officeof Management and Budget assesses costs and benefits ofmajor federal regulations of administrative agencies. Resultsfrom the most recent report, covering the decade from 2003to 2013, are presented in the table (shown are averages fromranges of estimates). Subtract costs from benefits, and enterthese values for each agency in the third column. Divide benefitsby costs, and enter these values in the fourth column. For how many of the agencies shown do regulations exertmore costs than benefits? For how many do regulationsprovide more benefits than costs?