Geography

Geography, 23.06.2019 20:50, oneicyahdaley10

Question 51 ptssolve. assume the exercise describes a linear relationship. marty's tee shirt & jacket company is to produce a new line of jackets with a embroidery of atpvtenpoeyiliceorsuit ut itoare fixed costs of $59 u to set ud for production, andvariable costs of $39 per jacket. write an equation that can be used to determine the total costencountered by marty's company in producing x jackets. use the equation to find the total cost ofproducing 50 jackets.$2520s2532o $2540s2552

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Mathematics, 13.07.2019 18:10, tessalopezgarcia2345

Lowell incorporated manufactures two types of jackets: polyester and leather. production times, total production time available, and production costs for each type of jacket are given in the table below: production time polyester leather time available cutting 0.70 1.2 700 assembly 0.58 0.75 500 finishing 0.85 0.85 650 inspection/packaging 0.10 0.25 125 production costs (in dollars) 40 80 management has determined that demand for each type of jacket is as follows: demand for polyester jackets: 3000 – 15pp demand for leather jackets: 2000 – 5pl where pp is the price for polyester jackets and pl is the price for leather jackets. essay questions 1. develop a profit maximization nonlinear model to determine how many polyester jackets and how many leather jackets the company should produce. 2. what is the total contribution profit expected with your solution to question 1? 3. what should the unit sale price for polyester jackets be? and the unit sale price for leather jackets? 4. upon further review, management determines that production costs will increase 5% for each type of jacket in the upcoming year. revise your profit maximization nonlinear model to determine how many polyester jackets and how many leather jackets the company should produce. 5. what is the total contribution profit expected with your solution to question 4? and the percentage change in contribution profit? is the change in contribution profit a decrease or an increase? 6. based on your results to question 4, what should the unit sale price for polyester jackets be? and for leather jackets?

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Mathematics, 22.07.2019 16:00, april861

Acollection of 363636 shirts and 424242 jackets contains 842842842 buttons. a collection of 666 shirts and 777 jackets contains 137137137 buttons. each shirt has the same number of buttons, and each jacket has the same number of buttons. how many buttons are there in a fiona's fashion shirt, and how many buttons are there in a jacket? choose 1 choose 1 (choice a) a there is not enough information to determine the exact number of buttons in a shirt or jacket. (choice b) b the given information describes an impossible situation. (choice c) c there are 101010 buttons in a single shirt and 111111 buttons in a single jacket. (choice d) d there are 111111 buttons in a single shirt and 101010 buttons in a single jacket.

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Biology, 30.07.2019 05:00, anahitrejo1

Scientists are studying different jackets made for extremely cold, snowy weather. they are trying to find jackets that are warm but also thin enough to allow for natural bodily movement. which question could the scientists answer scientifically? which jacket's color looks the best? which jacket traps the most heat? would warm and thin jackets cost less? which jacket seems the most professional?

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Mathematics, 02.10.2019 16:30, jrsavala559p9969g

Acompany produces two types of jackets; windbreakers and rainbreakers. the company has at most 72 hours of finishing time per week and 62 hours of packaging time per week. each windbreaker jacket takes 60 minutes of finishing time and 22 minutes of packaging time per week, whereas each rainbreaker jacket takes 57 minutes of finishing time and 39 minutes of packaging time per week. the company's profit for each windbreaker and rainbreaker jacket is 22 and 35, respectively. let x denote the number of windbreaker jackets they should produce and y denote the number of rainbreaker jackets they should produce. the company wants to maximize profit. set up the linear programming problem for this situation.

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