QUESTION 13(Please use at least four significant figures in your calculations.)$60S-curve Turntables$160Hullabaloo Records$40$260S-Curve Turntables manufactures turntables, and sells them through Hullabaloo Records, a chain of specialty record stores. For a modelyear, they will manufacture their newest model of turntable, called "Orbitz", which will be sold through the record stores. It costs $60 for S-Curve to manufacture the turntables, which it then sells to Hullabaloo for $160. Hullabaloo Records then sells the turntables at retail for$260. Whatever doesn't sell gets put on clearance for $40. Demand for the turntable is expected to be normally distributed with a mean of1833 and a standard deviation of 1092.What is the optimal order amount that will maximize the SUPPLY CHAIN'S expected profit?

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Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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On Monday evenings in April 2015, each episode of WWE Entertainment was typically watched by 3.8 million viewers, while each episode of American Dad was typically watched by 1.5 million viewers.† Your marketing services firm has been hired to promote Gauss Jordan sneakers by buying at least 30 commercial spots during episodes of WWE Entertainment and American Dad. You have been quoted a price of $4,000 per spot for WWE Entertainment and $1,000 per spot for American Dad. Gauss Jordan, Inc.'s advertising budget for TV commercials is $130,000, and it would like at least 75% of the total number of spots to appear on WWE Entertainment. How many spots should you purchase on each show to maximize exposure? HINT [Calculate exposure as Number of ads ✕ Number of viewers.] (If an answer does not exist, enter DNE.) WWE ______ Spots American Dad _______ spots
As part of a campaign to promote its annual clearance sale, Excelsior Company decided to buy television advertising time on Station KAOS. Excelsior's television advertising budget is $111,000. Morning time costs $3000/min, afternoon time costs $1000/min, and evening (prime) time costs $12,000/min. Because of previous commitments, KAOS cannot offer Excelsior more than 6 min of prime time or more than a total of 25 min of advertising time over the 2 weeks in which the commercials are to be run. KAOS estimates that morning commercials are seen by 200,000 people, afternoon commercials are seen by 100,000 people, and evening commercials are seen by 600,000 people. How much morning, afternoon, and evening advertising time should Excelsior buy to maximize exposure of its commercials? morning min afternoon min evening min
The manager of a small firm is considering whether to produce a new product that would require leasing some special equipment at a cost of$20,000 per month. In addition to this leasing cost, a production cost of$10 would be incurred for the first 1000 units (including the 1000th unit). After that, a production cost of$15 would be incurred for the rest. Each unit sold generates$20 in revenue. Determine how many units should be produced each month to make it profitable to produce this product.
There are two companies manufacturing drones. Company A manufactures mass market drones, while company B manufactures customised drones according to customers’ requirements. In 2020, company A produces 3,200 drones, 3% of which were found to be defective and cannot pass the quality check. Company A employs 5 workers working an average of 8 hours a day in the drone production, and they worked 200 working days in 2020.In contrast, company B produces 900 drones, 10% of which were found to be defective and cannot pass the quality check. Company B employs 3 workers working an average of 6 hours a day in the drone production, and they worked 170 days in 2020. (a) If the drone manufacturing is seen as a process, what is considered as the output of the production processes of companies A and B and why? (b) Measure the single-factor manpower productivity for the two companies. (c) Is it reasonable to compare the manpower productivity of the two companies and reach a conclusion that one company…
A UCLA student saved $100,000 for the down payment on a $1,000,000 one-bedroom, two-bathroom home in Encino, California. She can qualify for either a $900,000 fully amortizing 30-year first mortgage loan at a 4.75% annual interest rate from Wells Fargo Bank, or she can qualify for a $790,000 fully amortizing 30-year first mortgage loan at a 4.25% annual interest rate with a $110,000 fully amortizing 30-year second mortgage loan at an 8.00% annual interest rate from Citibank. Should the student prefer the single $900,000 mortgage loan from Wells Fargo Bank or should she prefer the $790,000 first mortgage loan and $110,000 second mortgage loan package from Citibank? Single loan from Wells Fargo Bank No difference Depends on all the terms and conditions in the loan documents from Wells Fargo Bank as compared to those from Citibank Loan package from Citibank
Emily works for a small software company and oversees software quality assurance. The company recently developed an inventory control system for a national clothing manufacturer. The system gathers sales information on an hourly basis from clothing retailers nationwide. This information is then used by all departments (including the accounting, shipping, and ordering departments) to control the functions of the clothing manufacturer. Emily suspects that the inventory functions of the system are not sufficiently tested, although they have passed all their contracted (legal) tests. However, she is pressured by her employers to sign off on the software. Whilst she is only required to perform tests which have been agreed to in the original contract, her considerable experience in software testing has led her to be concerned over the quality of the system. Her employers say that they will go out of business if they do not deliver the software on time. Emily knows that if any section of…
Yoda just got a job offer. The job is located in Awayville. Awayville is 70 miles north of Binghamton. Yoda wants to accept the job offer, still live in Binghamton, and commute to Awayville on a daily basis. This will result in travel expense relates to approximately 700 miles per week. To make this plan work, Yoda needs a car that will get at least 25 miles per gallon of gasoline. Yoda goes to Darth's Used Car Dealership. Yoda tells Darth that Yoda needs a car that gets at least 25 miles per gallon of gasoline. Yoda explains the Awayville job situation and Darth says, "I understand - I will check my inventory - I will be right back." Darth goes into his office and looks through two different files of used car inventory. One file contains all cars that get over 25 miles per gallon of gasoline and the other file contains all cars that get under 25 miles per gallon of gasoline. Darth selects a used car from the file that indicates that the cars get over 25 miles per gallon of gasoline…
Round Tree Manor is a hotel that provides two types of rooms with three rental classes: Super Saver, Deluxe, and Business. The profit per night for each type of room and rental class is as follows: Rental Class Super Saver Deluxe Business Type I (Mountain View) $30 $35 Room Type II (Street View) $15 $25 $35 Round Tree's management makes a forecast of the demand by rental class for each night in the future. A linear programming model developed to maximize profit is used to determine how many reservations to accept for each rental class. The demand forecast for a particular night is 110 rentals in the Super Saver class, 55 in the Deluxe class, and 40 in the Business class. Since these are the forecasted demands, Round Tree will take no more than these amounts of each reservation for each rental class. Round Tree has a limited number of each type of room. There are 90 Type I rooms and 110 Type II rooms. (a) Formulate and solve a linear program to determine how many reservations to accept…
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Two firms, A and B, each currently dump 168 tons of chemicals into the local river. The government has decided to reduce the pollution and from now on will require a pollution permit for each ton of pollution dumped into the river. The government gives each firm 90 pollution permits. The abatement costs of one ton of pulltion is $122 for Firm A and $147 for Firm B. What would be the total cost of reducing pollution, if the government does NOT allow the firm to trade the permits between each other?
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