A friend of yours is considering two movie streaming services. Provider A charges $120 per year for the service regardless of the number of movies streamed. Provider B does not have a fixed service fee but instead charges $1 per movie. Your friend's annual demand for movies is given by the equation QD150-50P, where P is the price per movie. With Provider A, the cost of an extra movie is movie is with Provider B, the cost of an extra Given your friend's demand for movies and the cost of an extra movie with each provider, if your friend used Provider A, he would watch movies, and if he used Provider B, he would watch movies. This means your friend would pay with Provider B. for service with Provider A and for service

A friend of yours is considering two movie streaming services. Provider A charges $120 per year for the service regardless of the number of movies streamed. Provider B does not have a fixed service fee but instead charges $1 per movie. Your friend's annual demand for movies is given by the equation QD150-50P, where P is the price per movie. With Provider A, the cost of an extra movie is movie is with Provider B, the cost of an extra Given your friend's demand for movies and the cost of an extra movie with each provider, if your friend used Provider A, he would watch movies, and if he used Provider B, he would watch movies. This means your friend would pay with Provider B. for service with Provider A and for service

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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A friend of yours is considering two movie - streaming services. Provider A charges $120 per year regardless of the number of movies streamed. Provider B does not have a fixed service fee but instead charges $1 per movie. Your friend's annual demand for movies is given by the equation Qd = 150 - 50P, where P is the price per movie. (a) With each provider, what is the cost to your friend of an extra movie? (b) In light of your answer to (a), how many movies with each provider would your friend watch? (c) How much would she end up paying each provider every year? (d) How much consumer surplus would she obtain with each provider? (Hint: Graph the demand curve and recall the formula for the area of a triangle.) (e) Which provider would you recommend that your friend choose? Why?
Dataware is trying to determine whether to give a $10 rebate, cut the price $6, or have no price change on a software product. Currently, 40,000 units of the product are sold each week for $45 apiece. The variable cost ofthe product is $5. The most likely case appears to bethat a $10 rebate will increase sales 30%, and half of all people will claim the rebate. For the price cut, the most likely case is that sales will increase 20%.a. Given all other assumptions, what increase in sales from the rebate would make the rebate and price cut equally desirable?b. Dataware does not really know the increase in sales that will result from a rebate or price cut. However, the company is sure that the rebate will increase sales by between 15% and 40% and that the pricecut will increase sales by between 10% and 30%.Perform a sensitivity analysis that could be used to help determine Dataware’s best decision.
The concert promoters of a heavy metal band, WeR2Loud, know that there are two types of concert - goers: die - hard fans and casual fans. For a particular WeR2Loud concert, there are 1.000 die - hard fans who will pay $150 for a ticket and 500 casual fans who will pay $50 for a ticket. There are 1,500 seats available at the concert venue. Suppose the cost of putting on the concert is $50,000, which includes the cost of the band, lighting, security, etc. Refer to Scenario 15-6. How much additional profit can the concert promoters earn by charging each customer their willingness to pay relative to charging a flat price of $150 per ticket? Group of answer choices $25,000 $50,000 $ 75,000 $100,000
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Forty thousand potential customersof a cable TV franchise are each willing to pay $11/month for HBO and $11/month for Cinemax. Twenty thousand potential customers are willing to pay $20/month for HBO and only $5/month for Cinemax. Assume costs are zero. If the franchise sells the two services in a bundle, it should charge1: $312: $253: $224: $205: $18
In this time of pandemic, the demand of some products increased rapidly. Give examples ofthese products where the demand increased. Did the supply correspond with the increasingdemand of these products? What solutions were made to satisfy the increasing demand of theseproducts?
In 2010 the government’s main medical adviser drew up plans for a minimum price foralcohol intended to double the cost of some drinks.Under the proposal no drinks could be sold for less than 50 pence per unit of alcohol theycontain. This would mean most bottles of wine could not be sold for under £4.50. Theproposal is aimed at reducing alcohol abuse. A spokesman for an opposition party saidthat it was more important to deal with peoples’ attitudes and not just the price of alcohol.The Portman Group, set up by drinks manufacturers to promote sensible drinking, arguesthat it would damage the majority of drinkers who behave responsibly in terms of theirconsumption.The NHS bill for alcohol abuse is an estimated £2.7bn a year. Recent figures showhospital admissions linked to alcohol use have more than doubled in England since 1995.Alcohol was the main or secondary cause of 207,800 NHS admissions in 2006/7,compared to 93,500 in 1995/96. The number of alcohol-related deaths in England…
Your own a chocolate producing company which can advertise on both television (T) and internet(I). The effect of TV and online commercials on sales is again given byS(T,I) = 500 + 48T−6T2+ 112I−6I2+ 4TI. You have a budget of $25 that you can spend on T and I. The price of aTV commercial is $12per unit and the price of an online commercial is also $12 per unit. 1. Determine the optimal level of TV commercials T and online commercials I if you have to spend all of your budget. You should provide two methods to solve this, by direct substitution and by setting up the Lagrangian. Is the Lagrange multiplier positive or negative? Give an intuitive interpretation of why this is the case? 2. Now determine the optimal level of TV commercials T and online commercials I if you DO NOT have to spend all of your budget. Do you obtain the same answer as subquestion 5.1? What is the Lagrange multiplier equal to in this case? Discuss.
Consider the market for a single network good and suppose thatconsumers differ in their valuation of both the stand-alone and thenetwork benefits (it can indeed be argued that it is more plausiblethat a user who has a higher value for the stand-alone component of atechnology also assigns more importance to the size of its network.) Tocapture this idea, write the consumer’s utility function for joining thenetwork as U(θ) = θ(a + νne), where a is the stand-alone benefit, ν > 0measures the network effect, neis the expected number of users joiningthe network, and is uniformly distributed on the unit interval.a. What happens if p > a + νne? (Hint: Identify all consumer who buythe good for at price p and a given expected network size ne).b. What is the consumer’s willingness to pay for the nth unit of thegood when ne units are expected to be sold? Is the demand downwardsloping? Does the demand increase with the expected network size?c. Express the fulfilled-expectations demand curve…
Suppose the administration of a University that is located a high-crime urban area mustdecide on a policy to increase policing on its campus. The student population is 10,500 students but iscould increase if crime is reduced. The cost of added policing in terms of additional salary and equipmentis estimated to be $2.4 million per year. Suppose the administration plans to make their decision with thehelp of a benefit cost analysis of the policy. VSL is $11.8 million a. Explain how the concept of Value of a Statistical Life might factor into a benefit cost analysis of thispolicy. b. How many lives would need to be save to justify the added policing costs if only prevented deathswere considered as the policy benefit? c. Suppose it is believed that student enrollment will increase in the future if crime on campus is reduced.Write a formula to calculate the present value of benefits of policing if student enrollment increases by4% each year.
Bluth’s Bananas is considering expanding its retail operations for its one-of-a-kind frozen banana stands on Jones Beach, which is 10 kilometers long. Bluth’s Bananas estimates that the typical day has 2,000 visitors to the beach, spread uniformly, and that each will demand a single frozen banana provided the price plus any disutility of traveling to a stand does not exceed $6. To visit a stand a beach goer incurs a disutility of $0.50 for each 1/4 kilometer they have to walk to reach a stand. Each Bluth Banana costs $0.75 to make and each stand requires an operating fee to be paid to the city of $50 per day. Determine the equilibrium number of stands Bluth’s Bananas should operate on the beach given it is not in competition with any other firm. Determine the profit maximizing price for the bananas and calculate the profit realized by BB in equilibrium.
Suppose that a study of changes in admission prices reveals that when the price of admissionto the museum increases by 10%, adults reduce their ticket purchases by 10%, senior citizensreduce their ticket purchases by 20%, college students reduce their ticket purchases by 25%,and children reduce their ticket purchases by 30%. If the cost of having a person visit themuseum is the same regardless of whether the person is an adult, senior citizen, collegestudent, or child, which of the following pricing schemes is the most likely to be used by themuseum and why? Group of answer choices The museum will set one price of $12 for everyone because that is the most fair. $8 for children, $10 for college students, $12 for senior citizens, and $15 for adultsbecause the museum can earn higher profits by charging the lowest price to those with theleast elastic demand and the highest price to those with the most elastic demand. $15 for children, $12 for college students, $10 for senior citizens,…