Questions 36 Kian Enterprises manufactures two products, boat wax and car wax, in two departments, the Mixing Department and the Packaging Department. The Mixing Department has 800 hours per month available, and the Packaging Department has 1,200 hours per month available. Production of the two products cannot exceed 36,000 pounds. Data on the two products follow: Hours Per 100 Pounds Packaging (P) 3.6 6.0 Contribution Margin (per 100 pounds) P200 150 Mixing (M) 5.0 2.4 Boat wax (B) Car wax (C) 36. The objective function for the linear program Kian would use to determine the optimal monthly production of each wax would be Z 150B + 200C. b, 2B + 1.5C 2 36,000. 2B + 1.5C s 36,000. d. Z a. c. 200B +150C. (CMA, Adapte %3D 37. The raixing constraint for the Kian linear program would be 2.4M + 6P 2 36,000. b. 5B + 2.4C 2 800. SB + 2.4C s 800. d. a. c. SB + 2.4C 800. 22 (CMA, Adapt

Questions 36 Kian Enterprises manufactures two products, boat wax and car wax, in two departments, the Mixing Department and the Packaging Department. The Mixing Department has 800 hours per month available, and the Packaging Department has 1,200 hours per month available. Production of the two products cannot exceed 36,000 pounds. Data on the two products follow: Hours Per 100 Pounds Packaging (P) 3.6 6.0 Contribution Margin (per 100 pounds) P200 150 Mixing (M) 5.0 2.4 Boat wax (B) Car wax (C) 36. The objective function for the linear program Kian would use to determine the optimal monthly production of each wax would be Z 150B + 200C. b, 2B + 1.5C 2 36,000. 2B + 1.5C s 36,000. d. Z a. c. 200B +150C. (CMA, Adapte %3D 37. The raixing constraint for the Kian linear program would be 2.4M + 6P 2 36,000. b. 5B + 2.4C 2 800. SB + 2.4C s 800. d. a. c. SB + 2.4C 800. 22 (CMA, Adapt

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Description: Questions 36 and 37 are based on the following information.Kian Enterprises manufactures two products, boat wax and car wax, in twodepartments, the Mixing Department and the Packaging Department. TheMixing Department has 800 hours per month availabl

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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