from the Other Equations)
in every other equation (equations (0)
and (2)).
in equation (0) is: -2.5
To obtain a coefficient of 0 we need to:
in equation (2) is: -0.75
Therefore, to obtain a coefficient of 0 we need to:
| Algebraic Simplex Method - Gaussian Elimination | Previous | Next |
|
|
| Eliminating
from the Other Equations |
|
| Next, we need to obtain a coefficient of zero for the entering
basic variable ()
in every other equation (equations (0)
and (2)). |
|
| The coefficient of
in equation (0) is: -2.5
To obtain a coefficient of 0 we need to: |
|
| Add 2.5 times equation (1) to equation (0). | |
| The coefficient of
in equation (2) is: -0.75
Therefore, to obtain a coefficient of 0 we need to: |
|
| Add 0.75 times equation (1) to equation (2). | |