Question: 3 4 #15 Extension (Think about whether or not you need to re-run solver for these.) 5. Would increasing the required % of Mustang Fescue

3 4 #15 Extension (Think about whether or not you need to re-run solver for these.) 5. Would increasing the required % of Mustang Fescue in Home 2 to 40% change 6 the original outcome? Why or why not? If yes, what changes? 17 18 19 20 Would requiring at least 10% Bluegrass in the Home 1 Blend change the 21 outcome? Why or why not? If yes, what changes? 22 23 24 25 M N o R Decision Variables Xy number pounds of seed used in each blend, where is Tall Fescue (1) Mustang Fescue (M), and Bluegrass (B) and jis Home 1 (I). Home 2 (?), and Commercial () Objective Function Minimize Cost 21.7(+X+Xra) 2.8W + x + x) +3.25 ++ 240 D F G H 1 Costs Tall Fescue Mustang Fescue Bluegrass Coub 1.7 28 3.25 3 Blending Plan Tall Tescoe Mustang Fescue Bluegrass Produced Demanded $ House 1 600 000 0 1200 1200 6 Home 2 180 450 270 900 000 7 Commercial 160 480 2400 2400 8 Total Seed 2460 1530 510 9 10 Mix Requirement Tall Fescue Mustang Fescue Bluegrass Total Used Reqd Reqd% 11 Home IT 600 600 0 600 600 0.5 12 Tome 2-T 180 450 270 180 180 0.2 13 Commercial 3-T 1680 480 240 1680 1680 0.2 14 Home L-M 600 600 0 600 240 0.2 15 Home 2-B 180 450 270 270 03 16 Home 2-M 180 450 270 450 270 0.3 17 Commercial 3-T 1680 480 240 1680 1200 0.5 18 Commercial-B 1680 480 240 240 0.1 19 20 Total Cost 21 Demand Constraints Home 1 r + x + 1200 Home 2: 900 Commercial : +22400 270 Blend Ceastraints Home 1-TX5++*) Home 1.MX 22Cr + + x Home - Home -MNT .33 XX) Home 2-T 5.20 X + Commercial -Tin S(x Commercial -Tan ( + x + x) Commercial 3-8921+ + x) Non-Negativity Constraint x 20 23 24 3 4 #15 Extension (Think about whether or not you need to re-run solver for these.) 5. Would increasing the required % of Mustang Fescue in Home 2 to 40% change 6 the original outcome? Why or why not? If yes, what changes? 17 18 19 20 Would requiring at least 10% Bluegrass in the Home 1 Blend change the 21 outcome? Why or why not? If yes, what changes? 22 23 24 25 M N o R Decision Variables Xy number pounds of seed used in each blend, where is Tall Fescue (1) Mustang Fescue (M), and Bluegrass (B) and jis Home 1 (I). Home 2 (?), and Commercial () Objective Function Minimize Cost 21.7(+X+Xra) 2.8W + x + x) +3.25 ++ 240 D F G H 1 Costs Tall Fescue Mustang Fescue Bluegrass Coub 1.7 28 3.25 3 Blending Plan Tall Tescoe Mustang Fescue Bluegrass Produced Demanded $ House 1 600 000 0 1200 1200 6 Home 2 180 450 270 900 000 7 Commercial 160 480 2400 2400 8 Total Seed 2460 1530 510 9 10 Mix Requirement Tall Fescue Mustang Fescue Bluegrass Total Used Reqd Reqd% 11 Home IT 600 600 0 600 600 0.5 12 Tome 2-T 180 450 270 180 180 0.2 13 Commercial 3-T 1680 480 240 1680 1680 0.2 14 Home L-M 600 600 0 600 240 0.2 15 Home 2-B 180 450 270 270 03 16 Home 2-M 180 450 270 450 270 0.3 17 Commercial 3-T 1680 480 240 1680 1200 0.5 18 Commercial-B 1680 480 240 240 0.1 19 20 Total Cost 21 Demand Constraints Home 1 r + x + 1200 Home 2: 900 Commercial : +22400 270 Blend Ceastraints Home 1-TX5++*) Home 1.MX 22Cr + + x Home - Home -MNT .33 XX) Home 2-T 5.20 X + Commercial -Tin S(x Commercial -Tan ( + x + x) Commercial 3-8921+ + x) Non-Negativity Constraint x 20 23 24

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