This part is similar to part 1, but instead of being given the number of repipes and tankless installs per 40 hourworkweek, you are given the time per repipe or tankless install, in hours. Each worker at Derby Plumbing Services works40 hours. The productivity of the six workers differs from part 1.ITTHours per tanklessWorkerHours per repipeinstallAustin4.56.5Cody58Dallas34.5Lincoln4.5Pierre2.55Victoria12. If each worker split their time equally between repipes and tankless installs (i.e., devoted 20 hours to each), howmany repipes could the company complete if all workers work a 40 hour week? (Partial repipes are allowed; enter youranswer to one decimal place.)13. If each worker split their time equally between repipes and tankless installs, how many tankless installs could thecompany complete if all workers work a 40 hour week? (Partial tankless installs are allowed; enter your answer to onedecimal place.)14. If you used the concept of comparative advantage to maximize the number of tankless installs given the number ofrepipes you gave in question (12), how many tankless installs could be produced? (You may find it easier to first convertthe 'Hours per repipe' and 'Hours per tankless install' to 'Repipes per 40 hour workweek' and 'Tankless installs per 40hour workweek,' then proceed as in part 1 of this assignment.) (Hint: If your answer is not greater than your answer toquestion 13, either your answer to 13 or your answer to this question must be incorrect.)15. If you used the concept of comparative advantage to maximize the number of repipes given the number of tanklessinstalls you gave in question (13), how many repipes could be produced?

Since you have asked multiple question, we will solve the first question for you. If you want any…

Answered: This part is similar to part 1, but…

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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All changes saved 19. For the three-part question that follows, provide your answer to each part in the given workspace. Identify each part with a coordinating response. Be sure to clearly label each part of your response as Part A, Part B, and Part C. Margaret earns $15.25 an hour working at a record store and is paid every week. She takes $50 from each paycheck and puts it in her savings account. She spends the remainder of her paycheck. Part A: Identify the variables y, m, x, and b in the given situation. Explain each variable. Part B: Write the linear equation that represents the given situation. Part C: Explain how the equation from Part B can be used in relation to the given situation.
aOct 4 A knewton.com Content attribution Come on. Question Professor Hamer is on a low cholesterol diet. During lunch at the college cafeteria, he always chooses between two meals, Pasta or Tofu. The table below lists the amount of protein and vitamins each meal provides along with the amount of cholesterol. Professor Hamer needs at least 200 grams of protein and 40 grams of vitamins for lunch each month. Over this time period, how many days should Professor Hamer eat the Tofu meal so that he gets the adequate amount of protein and vitamins and at the same time minimizes his cholesterol intake? Do not include units. (Assume 30 days per month) PASTA TOFU PROTEIN 8g 391 VITAMINS CHOLESTEROL 60mg 50mg Provide your answer below:
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Here’s a look at a map of the east side of Dubuque, Iowa. It shows a driving path from a casino on the river to a golf course on the other side. According to the maps app on my phone, the driving distance is 3.0 miles. We’re most interested in the graphic at the bottom left, which indicates that 1 inch on the map (measure if you don’t believe me) corresponds to 2,000 feet in real life. If a 50-foot boat were on the river, how big would it appear on the photo? Round to three decimal places.
The sale price for bananas is $3 for 4 pounds.At that rate,how much would 14 pounds of bananas cost?
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
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Please answer ASAP
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