Set I solutions

18 a 25p115p22p335p43p5 20p110p210p330p420p540 7p1

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Unformatted text preview: 3P1 + 4P2 + 6P3 ≤ 240 4P1 + 6P2 + 5P3 ≤ 320 9P1 + 12P2 + 12P3 ≤ 665 15. Pi 0 a. P1 = Pounds of rasins P2 = Pounds of grain P3 = Pounds of chocolate P4 = Pounds of peanuts P5 = Pounds of almonds MIN ST a. X1 = pounds of Whole product to produce X2 = pounds of Cluster product to produce X3 = pounds of Crunch product to produce X4 = pounds of Roasted product to produce MAX ST 17. 18. a. 2.5P1 + 1.5P2 + 2P3 + 3.5P4 + 3P5 20P1 + 10P2 + 10P3 + 30P4 + 20P5 ≥ 40 7P1 + 4P2 + 5P3 + 9P4 + 3P5 ≥ 15 4P1 + 2P2 + 1P3 + 10P4 + 1P5 ≥ 10 450P1 + 160P2 + 500P3 + 300P4 + 500P5 ≥ 600 0.1 ≤ Pi ≤ 1.0 1.85 X1 + 1.4 X2 + 1.04 X3 + 1.40 X4 1 X1 + 1 X2 + 1 X3 + 1 X4 < 3600 2 X1 + 1.5 X2 + 1 X3 + 1.75 X4 < 3600 1 X1 + 0.7 X2 + 0.2 X3 + 0.00 X4 < 3600 2.5 X1 + 1.6 X2 + 1.25 X3 + 1 X4 < 3600 0.6 X1 + 0.4 X2 + 0.2 X3 + 1 X4 < 1100 0.4 X1 + 0.6 X2 + 0.8 X3 + 0 X4 < 800 1,000 < X1 400 < X2 < 500 0 < X3 < 150 0 < X4 < 200 N1 = number of Newspaper ads to run at $1,000 each N2 = number of Newspaper ads to run at $9...
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