Suppose you are the manager of a theatre company. You have identified two groups of customers. Group 1 has a demand given by Q 1 = 100 - 2P and Group 2 has a demand given by Q 2 = 120 - P. You are currently charging the same price, €40, to both groups. To maximize revenue, you should charge a price of.
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Suppose you are the manager of a theatre company. You have identified two groups of customers. Group 1 has a demand given by Q 1 = 100 - 2P and Group 2 has a demand given by Q 2 = 120 - P. You are currently charging the same price, €40, to both groups. To maximize revenue, you should charge a price of.
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- Suppose the typical Buffalo Bills fan has the following demand curve for Bills football games:P= 120-10G where G is the number of games the fans attend.If the Bills want to sell the fan a ticket to all eight home games, what price must they charge?you own a small cineplex theater with 200 seats. the demand for seats is Q=3000-20P. you are charging rm6.50 per ticket and selling tickets to 160 people. your costs are fixed at rm125 and do not depend on the number of people attending. should you cut your price to fill the theatee? explain. what other pricing policies might you use to increase your profits?Suppose that you are in charge of a toll bridge over the Mississippi River. The demand for bridge crossing Q is given by the following: 2P = 20 - Q a) How many people would cross the bridge if there were no toll? (YOU MUST SHOW YOUR WORK TO RECEIVE CREDIT) b) The toll bridge operator is considering setting up a price of $5.00. At that price, how many people will cross the bridge? (YOU MUST SHOW YOUR WORK TO RECEIVE CREDIT) c) How many people would cross the bridge if the toll is set at $10.00? (YOU MUST SHOW YOUR WORK TO RECEIVE CREDIT)
- AT&T. It is early in the days of cellular (or mobile) telephony, and you are the price manager for AT&T's cell phone plan. It has been determined that there are two market segments: low-value consumers and high-value consumers. For simplicity, assume that all consumers within a segment are identical. A consumer in the low-value segment has monthly demand (measured in number of minutes) of Q, (p) = 80 - p, and a consumer in the high-value segment has monthly demand of QH (P) = 100 -p, where p is in cents per minute. a. Assume AT&T charges a flat price per minute with no membership fee. Derive the expression for consumer surplus for a low-value consumer and for a high-value consumer as a function of the price, p. Low-value consumer surplus, CS, (p): = High-value consumer surplus, CS, (p) = Show Transcribed Text Assume AT&T's marginal cost is a constant 10 cents per minute. You have decided to use a two-part tariff and must choose the monthly fixed fee f and the per-minute charge p. There…Your firm is considering entering a new territory. From market research, you have obtained the following demand function that explains how your price (P in dollars) and advertising (A in thousands of dollars) choices influence the quantity demanded (Q in thousands of units). Q = 20 - 6P + 2A To enter the new market you plan on running $10,000 worth of ads. The marginal cost of producing your product is $1 per unit. 3a) What is your profit maximizing price, quantity sold, and profit?You are a division manager at Toyota. If your marketing department estimates that the semiannual demand for the Highlander is Q = 150,000 – 1.5P, what price should you charge in order to maximize revenues from sales of the Highlander?
- There are two types of consumers in Melbourne: students and non-students. The student population is 10, and each student’s demand of printing paper is Q=1−p, for p<1. The non-student population is 40, and each non-student’s demand of printing paper is Q=3−p, for p<3. Suppose OfficeMax is the only seller of printing paper in Melbourne. Assume zero production cost. OfficeMax introduces printing paper in smaller packages targeting the students. The non-students are willing to pay 5 for a smaller package and 7 for a standard package, and the students are willing to pay 3 for a smaller package and 4 for a standard package. If a consumer does not purchase, her utility is zero. Find all the prices, Pn for a smaller package and Ps for a standard package, so that the students choose the smaller packages and the non-students choose the standard ones.A university football team faces the following demand schedule shown for tickets for each home game it plays. The team plays in a stadium that holds 60,000 fans. It estimates that its marginal cost of attendance, and thus for tickets sold, is zero. The table below reflects this data: Price per Ticket ($) Tickets per Game 100 80 60 40 20 0 Total revenue = $ 20,000 40,000 60,000 80,000 100,000 Using this information, calculate how much total revenue the team will earn.Miron Floren, of Lawrence Welk Show fame, now tours the country performing at accordion concerts. A careful analysis of demand for tickets to Mr. Floren’s concerts reveals a strange segmentation in the market. Demand for tickets by senior citizens is described by Qo = 500P^–3/2 , while demand by those under 65 years old is Qy = 50P^–4. If the marginal cost of a ticket is £3, how should tickets to Mr. Floren’s concerts be priced to maximize profits? A. £3 for senior citizens and £8 for those younger B. £6 for senior citizens and £12 for those younger C. £9 for senior citizens and £4 for those younger D. £4.71 for all tickets E. £12 for senior citizens and £4.50 for those younger
- There are two types of consumers in Melbourne: students and non-students. The student population is 10, and each student’s demand of printing paper is Q=1−P, for P<1.The non-student population is 40, and each non-student’s demand of printing paper is Q=3−P, for P<3. Suppose OfficeMax is the only seller of printing paper in Melbourne. Assume zero production cost. Given the optimal price is 1.30, compute the consumer surplus for students, consumer surplus for non-students, and producer surplus.BigSwaba Corp produces virus home test kits which it sells in the market. It pays a marketing company to post Instagram images of people using the kits in the comfort of their own homes. The demand for the kits and cost of production are as follows: 1 1 Cost: C=200+=q´ +m 1/2 Demand: p=48+m/: Where m is the firm's marketing expenditure. Assume the CEO of BigSwaba asks you to help the company maximize profit. а. How many kits should the company sell and at what price? b. What is the demand elasticity at this output level? C. What should their marketing budget be? Assume the CEO of BigSwaba realizes her bonus will determined not by profits, but by the firm's revenue. Maintaining the same marketing budget as in part a: d. What quantity should the firm produce to maximize revenue?You own a bakery and shop that makes and sells gourmet doggie treats. You have done market research and you know with certainty that your product is a normal good, not an inferior good. The current demand function for your gourmet doggie treats is: QD = 480 -6*P which of course means the equation for your current demand curve is: P = 80 -(1/6)*Q You are opening a new shop in a new part of town, and you know that incomes in that part of town are much lower than incomes are where your shop is now. Which of the following is most likely the demand curve in your new shop? Multiple Choice O P=68- (1/6)*Q P = 102 - (1/6)*Q P=92-(1/6)*Q P = 88 - (1/6)*Q
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