Schulster's Shoes and Shoes, Shoes, Shoes! are both Interested in renting equally sized buildings for their stores. Schulster's Shoes needs1050 square feet for offices and 700 square feet for shipping, while Shoes, Shoes, Shoes! needs 800 square feet for offices and 300square feet for shipping. Both businesses Intend to have the same amount of Inventory in the store at any time. If Schulster's Shoesrequires 5 square feet per packaged box of shoes, and Shoes, Shoes, Shoes! needs 7 per box, solve the following equatlon to determinehow many boxes of shoes elther store could house at any point.1050 + 700 + 5x = 800 + 300 + 7xAnswerHow to enter your answer (opens in new window)E KeypadKeyboard ShortcutsboxesSubmit Answer© 2021 Hawkes Learninghp@23243468.WeyufjkCb6.0

Answered: Schulster's Shoes and Shoes, Shoes,…

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Some students want to start a business that cleans and polishes cars. It takes 2.5 hours of labor and costs $1.5 in supplies to clean a car. It takes 1.5 hours of labor and costs $3 in supplies to polish a car. The students can work a total of 150 hours in one week. They also decide that they want to spend no more than $120 per week on supplies. The students expect to make a profit of $6.75 for each car that they clean and a profit of $9.50 for each car that they polish. Hours’ constraint is: * 2.5X1+1.5X2≤150 2.5X1+1.5X2≤120 2X1+1.5X2≤120 1.5X1+2.5X2≤150
A truck traveling from New York to Baltimore is to be loaded with two types of cargo. Each crate of cargo A is 5 cubic feet in volume, weighs 50 pounds, and earns $13 for the driver. Each crate of cargo B is 3 cubic feet in volume, weighs 250 pounds, and earns $8 for the driver. The truck can carry no more than 300 cubic feet of crates and no more than 10,000 pounds. Also, the number of crates of cargo B must be less than or equal to twice the number of crates of cargo A. X² B cubic feet Volume Weight Earnings pounds $ (b) Let x be the number of crates of cargo A and y the number of crates of cargo B. Referring to the chart, give the two inequalities that x and y must satisfy because of the truck's capacity for volume and weight. < 300 ≤ 10,000 O A. 210 (c) Give the inequalities that x and y must satisfy because of the last sentence of the problem and also because x and y cannot be negative. ys y2 A cubic feet pounds $ A) (d) Express the earnings from carrying x crates of cargo A and y…
Last year Matthia's uncle worked for the ducks. therefore, matthias attended more home ducks games than paco. In fact, mattias went to one more than twice the home games paco did. If the two of them attended a total of at least 58 home games, how many games might paco and matthias actually have attended last year?
A bakery sells pies and cakes. Each pie costs $2 to produce, requires a half an hour of labor, and sells for $3; while each cake costs $3, requires an hour of labor, and sells for $5. How many pies and cakes, respectively, should be produced in each 8 hour day if the bakery spends no more than $30 per day on supplies?
The Burnaby Spurs youth basketball organization spent $4320 on practice jerseys for all its teams. Twice as much money was spent on rep players as for recreational players, and the most common size was a Youth Large which cost the organization $10. Smaller sizes cost $8 and larger sizes cost $16. For its recreational players it ordered 50 Youth Small and 50 Youth Medium shirts. For its rep players it ordered no Youth Smalls, 10 fewer Youth Medium size shirts, three times as many Youth Large shirts, as well as an equal number of Adult Small and Adult Large shirts. How many players belong to the organization?
Steeve would like to own a stock in either EasySoft Corporation or SuperSneeze International. If EasySoft Corporation has stock price of $6.30 and earnings per share of $1.89, and SuperSneeze International has a stock price of $1.70 and earnings per share of $0.136. Which company would Steeve choose to invest in? Why?
ou are thinking of making your home more energy efficient by replacing some of the light bulbs with compact fluorescent bulbs and insulating part or all of your exterior walls. Each compact fluorescent light bulb costs $4 and saves you an average of $2 per year in energy costs, and each square foot of wall insulation costs $1 and saves you an average of $0.20 per year in energy costs.+ Your home has 40 light fittings and 1,300 square feet of uninsulated exterior wall. You can spend no more than $1,400 and would like to save as much per year in energy costs as possible. How many compact fluorescent light bulbs and how many square feet of insulation should you purchase? (If an answer does not exist, enter DNE.) compact fluorescent light bulbs
A homeowner wants to build, along his driveway, a garden surrounded by a fence. A rectangular garden has been enclosed along a side of a driveway. The enclosure is bordered by a length of fence along the driveway (a long side), another long side of fence, and two short sides of fence. The side along the driveway is labeled "$6 per foot" while the remaining three sides are labeled "$2 dollars per foot." If the garden is to be 1,800 square feet, and the fence along the driveway costs $6 per foot while on the other three sides it costs only $2 per foot, find the dimensions (in ft) that will minimize the cost. length along the driveway ft length perpendicular to the driveway ft Find the minimum cost (in dollars). $
Some students want to start a business that cleans and polishes cars. It takes 2.5 hours of labor and costs $1.5 in supplies to clean a car. It takes 1.5 hours of labor and costs $3 in supplies to polish a car. The students can work a total of 150 hours in one week. They also decide that they want to spend no more than $120 per week on supplies. The students expect to make a profit of $6.75 for each car that they clean and a profit of $9.50 for each car that they polish. The objective function is: * Maximize Z=7.75X1+8.5X2 Maximize Z=6.75 X1+9.5X2 Maximize Z=2.5X1+1.5X2 Maximize Z=9.5 X1+6.75X2
both sheets are for the same problem.

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