Blink Appliances plans to order microwaves and stoves. Each microwave requires 1.5 hours to unpack and set up in the storeroom, and each stove requires 3 hours. The storeroom space is limited to40 items. The budget of the store allows only 72 hours of employee time for unpacking and setup. Microwaves yields a profit of $ 105 each, and stoves yields a profit of $ 190 each. How many of each shouldthe store order to maximize profit?Number of microwaves to order isNumber of stoves to order isThe maximum profit is

Let's use linear programming to solve this problem.Let x be the number of microwaves to order and y…

Answered: Blink Appliances plans to order…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Ginny knits two different capes. The ‘Ginny’ model requires 3 hours of knitting and 7 hours to embellish the cape. The ‘Helen’ model requires 5 hours to knit and 5 hours to embellish the cape. Ginny has at most 60 hours a month to knit the capes and at most100 hours a month to embellish the capes. How many capes should she make to maximize her profit if she makes a profit of $80 on each ‘Ginny’ cape and a profit of $100 on each ‘Helen’.
You have $37,000 you would like to invest in two different stocks, Stock Boll and Stock Coff. The buying limit on Stock Coff is $12,900 and you want to spend at least two times as much money on Stock Boll as Stock Coff. If Stock Boll earns 5% annual interest and Stock Coff earns 4% annual interest, how much money (in dollars) should you invest in each stock to maximize your annual interest earned? What is the maximum annual interest (in dollars)? You will earn a maximum total annual interest of $ if you invest $ in Stock Boll and $ in Stock Coff.
UB is hosting a charity event and makes a profit of $14 on each faculty in attendance and $6 on each student in attendance. The number of faculty attending must be between 25 and 65, and the number of students should be between 20 and 35. The total number of attendees should not exceed 80. How many faculty should attend to maximize profit?
Kimberly works four days per week, Monday through Thursday. She rides the Metropolitan Transit System bus to and from work. The bus cost schedule is shown in the table below. If Kimberly has three weeks of vacation each year, what type of bus ticket should Kimberly buy to save the most money each year? Metropolitan Transit System Bus Pricing single ride: adult/youth: $2.25 senior/disabled/Medicare: $1.10 children 5 and under: free when accompanied by a paying adult 1-day pass: $5.00 2-day pass: $9.00 4-day pass: $15.00 14-day pass: $43.00 monthly pass: adult: $72.00 18 & under: $36.00 senior/disabled/Medicare: $18.00
Q: The Morton Supply Company produces clothing, footwear, and accessories for dancing and gymnastics. They produce three models of pointe shoes used by ballerinas to balance on the tips of their toes. The shoes are produced from four materials: cardstock, satin, plain fabric, and leather. The number of square inches of each type of material used in each model of shoe, the amount of material available, and the profit/model are shown below: Material (measured in square inches) Model 1 Model 2 Model 3 Material Available Cardstock 12 10 14 1200 Satin 24 20 15 2000 Plain fabric 40 40 30 7500 Leather 11 11 10 1000 Profit per model $50 $44 $40 a) Generate the Answer Report using SOLVER in EXCEL. Then, clearly answer what is the optimal solution? What is the resulting profit? b) Generate the Sensitivity Report for the model that you built. Interpret, in context, the Shadow Price for the Leather and the Satin constraints. Include units in your interpretations.
Carlo and Anita make mailboxes and toys in their craft shop near Lincoln. Each mailbox requires 4 hours of work from Carlo and 4 hours from Anita. Each toy requires 2 hours of work from Carlo and 4 hours from Anita. Carlo cannot work more than 16 hours per week and Anita cannot work more than 20 hours per week. If each mailbox sells for $9 and each toy sells for $13, then how many of each should they make to maximize their revenue? What is their maximum revenue? ---- Carlo and Anita should make mailboxes and toys. Their maximum revenue is $
A company has $11,270 available per month for advertising. Newspaper ads cost $180 each and can't run more than 21 times per month. Radio ads cost $570 each and can't run more than 34 times per month at this price. Each newspaper ad reaches 7200 potential customers, and each radio ad reaches 7800 potential customers. The company wants to maximize the number of ad exposures to potential customers. Use n for number of Newspaper advertisements and r for number of Radio advertisements. subject to Maximize P - 21 <34 <$11, 270 Enter the solution below. If needed, round ads to 1 decimal palace and group exposure to the nearest whole person. Number of Newspaper ads to run is Number of Radio ads to run is Maximum target group exposure is people
Janus owns a small bakery that specilaize in 3 layer cakes dcorated with roses.He employs marcisa and annie.Each month janus wants to make $4000 and he would pay his two employees $3000 each.the fixed cost of rent etc.is $5400/month.They sell the cakes for $50 each and the cost of making each cake is $15. Recall that profit is revenue-cost.Revenue is selling prices times items made.and cost is fixed cost plus the cost of each item times the number of items
Alan, Hannah, and Carolyn start a business agd invest $9000, $3000 and $6000 respectively. After a few months, if Carolyn decides to sell his shares to Alan and Bianca, he much would Alan and Blanca have to pay for Carolyn's shares if they want to maintain their initial investment ratio? a. Alan pays $1200; Hannah pays $4800 b. Alan pays $4800; Hannah pays $1200 C. Alan pays $1500; Hannah pays $4500 d. Alan pays $4500; Hannah pays $1500

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