1. In the first dual simplex tableau, the number of negative values on the right hand side is 2. the first pivot position is in row and column 3. the value in the fourth row and last column after this first pivot is 4. the value in the fourth row and last column after the second step is 5. the optimal value of w is

Practical Management Science
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Chapter2: Introduction To Spreadsheet Modeling
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Use the Dual Simplex Method to solve and answer the questions below:
(Reminder: change every constraint to a <= contraint )
Min w 2x1 + 3xz
=
301 302
x1 + 3x₂
-201 + 3x₂
1, 2 > 0
25
> 11
>-4
1. In the first dual simplex tableau, the number of negative values on the
right hand side is
2. the first pivot position is in row
and column
3. the value in the fourth row and last column after this first pivot is
4. the value in the fourth row and last column after the second step is
5. the optimal value of w is
Transcribed Image Text:Use the Dual Simplex Method to solve and answer the questions below: (Reminder: change every constraint to a <= contraint ) Min w 2x1 + 3xz = 301 302 x1 + 3x₂ -201 + 3x₂ 1, 2 > 0 25 > 11 >-4 1. In the first dual simplex tableau, the number of negative values on the right hand side is 2. the first pivot position is in row and column 3. the value in the fourth row and last column after this first pivot is 4. the value in the fourth row and last column after the second step is 5. the optimal value of w is
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