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- 19. What combination of x and y will yield the optimum for this problem? Maximize $3x + $15y, subject to (1) 2x + 3y ≤ 12 and (2) 5x + 2y ≤ 10 and (3) x, y ≥ 0. Part 2 A. x = 0, y = 3 B. x = 2, y = 0 C. x = 0, y = 0 D. x = 0, y = 4 E. x = 1, y = 5What is Dynamic Programming (DP)? Provide two main components of DP.For each input needed, describe problems that might arisewhen you run MRP
- Market Company’s policy is to have 30% of the next month's sales on hand at the end of the current month. Projected sales for August, September, and October are 26,000 units, 21,000 units, and 31,000 units, respectively. How many units must be purchased in September?Comprehensive Problem 1Part 4 and Part 6: The following is a comprehensive problem which encompasses all of the elements learned in previous chapters. You can refer to the objectives for each chapter covered as a review of the concepts. Note: You must complete parts 1, 2 and 3 before completing parts 4 and 6. Please note that part 5 is optional. Part 4: At the end of May, the following adjustment data were assembled. Analyze and use these data to complete parts (5) and (6). a. Insurance expired during May is $275.b. Supplies on hand on May 31 are $715.c. Depreciation of office equipment for May is $330.d. Accrued receptionist salary on May 31 is $325.e. Rent expired during May is $1,600.f. Unearned fees on May 31 are $3,210. Part 6: Journalize the adjusting entries. Then, post the entries to the attached spreadsheet from part 2. a. Insurance expired during May is $275.9. Dana is 30 years old and owns a wedding planning business. She takes care of all wedding events details from arranging flowers, tables, theme to catering food to a high standard. She has a good reputation in the market. Recently, she discovered another food catering company with wider varieties and lower prices that her customers will love to have. Thus, she decided to write a negative letter to the current catering company to inform them about terminating their business together. Dana has to plan her negative letter very carefully and to explain the needs of her customers: * A.to avoid responsibility for the message B.to improve future performance on the part of the sender C.to avoid adding a personal message to the recipient D.to gain control of the context of the message E.to minimize damage to the business relationship
- Problem 6 Part A:Available to promise in period 4 = 50Problem 6 Part B:PAB in period 7 = 35 In part A, the only thing that you need to do is to calculate the ATP in periods 1,4,5, and 7. In part B, remember that you are rolling through time. The part B solution spreadsheet starts with time period 2 and period 1 is now history. For the part B, you must capture all of the events that occurred during week 1. For example, I gave you that the beginning PAB is 45. If you had 20 in stock (from part A), you produced 50 as planned in period 1, and the actual demand for period 1 was 25, then the beginning PAB (your stock quantity) is 20+50-25=45. The forecast and MPS quantities will not change from part A to part B. After you accept each of the orders (simply add the new order quantities to the existing customer order quantities in the correct time bucket), you will then recalculate the PAB, and then recalculate the ATP.Item4 Time Remaining 2 hours 53 minutes 2 seconds 02:53:02 eBookReferences Item 4 Time Remaining 2 hours 53 minutes 2 seconds 02:53:02 The production planner for a private label soft drink maker is planning the production of two soft drinks: root beer (R) and sassafras soda (S). There are at most 12 hours per day of production time and 1,500 gallons per day of carbonated water available. A case of root beer requires 2 minutes of time and 5 gallons of water to produce, while a case of sassafras soda requires 3 minutes of time and 5 gallons of water. Profits for the root beer are $6.00 per case, and profits for the sassafras soda are $4.00 per case. The firm’s goal is to maximize profits. What is the time constraint? rev: 09_21_2020_QC_CS-229783 Multiple Choice 5R + 5S ≤ 720. 3R + 5S ≤ 720. 2R + 5S ≤ 720. 3R + 2S ≤ 720. 2R + 3S ≤ 720.Mrs. Peters needed to raise money to bring her class to the Air and Space Museum in Washington, D.C. With only a few weeks left before the deadline, the class was raising an average of $45 every day from online donations. Mrs. Peters was worried they might not raise the last $1,000 in time. That evening, she posted a story about the class trip on an education website, and the donation rate doubled overnight! The new rate stayed the same for the remaining 3 weeks until the deadline, and they raised more than their goal! How much extra did the class raise?
- 1.You’re managing a project to install 400 windows in a new skyscraper and need to figure outyour budget. Each week of the project costs the same: your team members are paid a total of $4,000every week, and you need $2,000 worth of parts each week to do the work. If the project isscheduled to last 16 weeks, calculate theBAC, PV, EV, AC, SPI, SV, CPI, SPI, CV for the project? 2.You’re managing a highway construction project. Your total budget is $650,000, and there isa total of 7,500 hours of work scheduled on the project. You check with your accountingdepartment, and they tell you that you’ve spent a total of $400,000. According to the schedule,your crew should have worked 4,500 hours, but your foreman says that the crew was allowed towork some overtime, and they’ve put in 5,100 hours of work. Calculate theBAC, PV, EV, AC, SPI, SV, CPI, SPI, CV for the project?29) Which of the following Capital Budgeting Method used to calculate using the condition of NPV being 0 for a project? a. None of the options b. Internal Rate of Return c. Accounting Rate of Return d. Payback periodMains supply failure alarm:1. Overview2. Need for this project3 . Working of the project4. Goal and Objectives 5. Scope and Limitation