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x=3001 +252 8.t. 21 +2 1 + x2 #1 1, 2 Decide if this is a normal max LP (but I decided not to ask) Consider the Max LP: min w (₁20) 31 (Y/2 ≥ 0) Y₂ > (9/30) 23 2. Here is a the table form for finding the dual, but there is a couple of missing or incorrect entries that you are asked to identify below it: the value of a is max z (2₁0) (₂0) cis 21 2 1 1 b Ca 1 1 a 82 100 <80 40 20 the missing value(s) in position b is (are) no extra spaces though) 3. The objective function for the dual min is w = cy1 + dy2 + e y3 where and dis <100 80 40 and e is (as we usually write things

x=3001 +252 8.t. 21 +2 1 + x2 #1 1, 2 Decide if this is a normal max LP (but I decided not to ask) Consider the Max LP: min w (₁20) 31 (Y/2 ≥ 0) Y₂ > (9/30) 23 2. Here is a the table form for finding the dual, but there is a couple of missing or incorrect entries that you are asked to identify below it: the value of a is max z (2₁0) (₂0) cis 21 2 1 1 b Ca 1 1 a 82 100 <80 40 20 the missing value(s) in position b is (are) no extra spaces though) 3. The objective function for the dual min is w = cy1 + dy2 + e y3 where and dis <100 80 40 and e is (as we usually write things

Practical Management Science
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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Consider the Max LP: min w I1, I2 Decide if this is a normal max LP (but I decided not to ask) (y₁ ≥ 0) Y₁ (Y/2 ≥ 0) Y2 (Y3 > 0) Y3 x = 3x1 + 201 8.t. 21 +2 X1 + X2 I1 2. Here is a the table form for finding the dual, but there is a couple of missing or incorrect entries that you are asked to identify below it: the value of a is cis max z (*₁ ≥ 0) (*₂ > 0) Ta 1 1 21 2 1 100 ≤80 ≤40 >0 a 2 the missing value(s) in position b is (are) no extra spaces though) 3. The objective function for the dual min is w = cy1 + dy2 + e y3 where and d is <100 <80 <40 and e is (as we usually write things
Transcribed Image Text:Consider the Max LP: min w I1, I2 Decide if this is a normal max LP (but I decided not to ask) (y₁ ≥ 0) Y₁ (Y/2 ≥ 0) Y2 (Y3 > 0) Y3 x = 3x1 + 201 8.t. 21 +2 X1 + X2 I1 2. Here is a the table form for finding the dual, but there is a couple of missing or incorrect entries that you are asked to identify below it: the value of a is cis max z (*₁ ≥ 0) (*₂ > 0) Ta 1 1 21 2 1 100 ≤80 ≤40 >0 a 2 the missing value(s) in position b is (are) no extra spaces though) 3. The objective function for the dual min is w = cy1 + dy2 + e y3 where and d is <100 <80 <40 and e is (as we usually write things
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