Linear Programming Problems in Solving Maximum Difficulties by Simplex Method
| Vol-6 | Issue-06 | June-2021 | Published Online: 15 June 2021 PDF ( 260 KB ) | ||
| DOI: https://doi.org/10.31305/rrijm.2021.v06.i06.016 | ||
| Author(s) | ||
Ms. Namita Berry
1
|
||
|
1Department of Mathematics, Mata Gujri College, Fatehgarh Sahib, Punjab |
||
| Abstract | ||
In this paper, the simplex technique in linear programming is mentioned for fixing most issues with constraints. The simplex approach is a well-known mathematical solution approach for fixing linear programming problems. In the simplex technique, the version is placed into the form of a desk, after which some mathematical steps are executed on the desk. This simplex approach is an algebraic method wherein a series of repetitive operations are used to attain the premiere answer. |
||
| Keywords | ||
| simplex method; liner programming, repetitive operations, algebraic method | ||
|
Statistics
Article View: 437
|
||


