Simplex Method for simultaneous equations - LPP using Simplex Method - Simplex Method-Solved Example скачать в хорошем качестве

Simplex Method for simultaneous equations - LPP using Simplex Method - Simplex Method-Solved Example

Simplex method in LPP Simplex Method solved problem for simultaneous equations simplex method solved problem Simplex Method Solved Problem with Unbounded Feasible Region and bounded optimal solution In this video I have discussed one special case (Solution of simultaneous equations),which is very often encountered during simplex procedure. #SimplexMethod #LinearProgrammingProblem #OperationResearch #OR #LPP Please Like , subscribe , share and support my channel ,If you feel videos are helpful for you . My channel link:    / onlinetutorialbyvaishali   About Simplex Method: Solving LPP with "Less than or equal to" types of constraints by Simplex Method. You should take care about Simplex method only works with "≤" type inequality and independent coefficients higher or equal to zero, and you will have to standardize the restrictions for the algorithm. The first step of the simplex method requires that we convert each inequality constraint in an LP formulation into an equation. Less-than-or-equal-to constraints (≤) can be converted to equations by adding slack variables, which represent the amount of an unused resource. To convert these inequality constraints to equalities, we add slack variables S1, S2,… to the left side of the inequality. Since slack variables represent unused resources (such as time on a machine or labor-hours available), they yield no profit. But we must add them to the objective function with zero profit coefficients. The steps involved in using the simplex method to help solve an LP problem in which the objective function is to be maximized can be summarized as follows: 1) Choose the variable with the greatest positive Cj - Zj value to enter the solution. 2) Determine the row to be replaced by selecting the one with the smallest (non-negative) ratio of quantity to pivot column. 3) Calculate the new values for the pivot row. 4) Calculate the new values for the other row(s). 5) Calculate the Cj and Cj - Zj values for this tableau. If there are any Cj - Zj numbers greater than zero, return to step-1. Link of LPP Formulation videos: 1.    • Formulation of LPP Concept & Example| Line...   2.    • Operation Research | Formulation of  LPP S...   3.    • Formulation of LPP Example | Optimization ...   Link of videos on Graphical method in LPP: 1.    • Graphical Method in Linear Programming Pro...   2.    • LPP using Graphical Method In Operation Re...   3.    • LPP Using Graphical Method Minimization Pr...   4.    • LPP Using  Graphical Method In Operation R...   5.    • Graphical Method in LPP with  Unbounded So...   Link of videos on Formulation of LPP and solution by Graphical Method : 1.    • Linear Programming solution by Graphical M...   2.    • Formulation of LPP By Graphical Method | M...   Keywords: Simplex Method solved problem for simultaneous equations simplex method in lpp lpp using simplex method simplex method solve lpp using simplex method LPP using simplex method solved problem Simplex method in simple stepsHow to solve simplex method, what is Simplex method, What is slack variable What is artificial variable, What is Cj-Zj LPP Using Simplex Method In Operation Research Simplex method in lpp #OperationResearchOnlineTutorialByVaishali #LPPSimplexMethod #OptimizationTechniques #OperationResearchVaishali #SimplexMethodInLPP #LinearProgrammingProblemSimplexMethod #MaximizationLPP