Solution of a system of Linear Equations using Simplex Method (Two Phase)

#mathatoz #simplexmethod #two_phase
Rajkishor Patra (M.Sc Jadavpur University)
Please subscribe me👆
You can also follow me only for jee mathematics
@JeeMathsatoz-RPSir

This video contains details solution , how to find the solution of a system of linear equations using Simplex Method (Two Phase)

Inverse of a Matrix using Simplex Method (Two Phase Method).👇
Problem have no solution. Big M Method.👇
Big - M method with unrestricted variable.👇
Set of all convex combination of finite number of points is a convex.(Convex Polyhedron or Polytope)👇
Intersection of any number of convex set is convex. Is it true for union ? Explain.👇
All feasible solution of an LPP is convex set.👇
Hyperplane is convex set. Half space are convex set.👇
Extreme points , boundary points Convex Set.👇
Convex Set, Convex Polyhedron or Polytope and different types of Convex Set.👇
About basic solution, basic feasible solution, Degenerate basic feasible solution of an lpp.👇
Graphical Method and show that problem have no Feasible Solution.👇
Using Graphical Method and show that problem have Unbounded Optimal Solution.👇
Using graphical Method and proving that problem has infinite number of solution.👇
Find basic feasible solution starting from feasible solution.👇
Simplex method (alternative optimal solution)Link below 👇
Simplex method (unique solution)Link below 👇
Property of canonical from and standard form of LPP with comparison and example.
Some important MCQ on LPP.(Part:3)
2DGeometry( Pair of straight line)Part :2
Ten mcq with its answer together with its explanation different area .
Important MCQ on 2DGeometry(Transformation of coordinate and Pair of straight line.
Important MCQ on Differential calculas with explanation(Part:2)
Important MCQ on Differential calculas with explanation
Important MCQ of LPP with explanation,Part:2)
(Important MCQ of LPP with explanation,Part:1)
(important question of Abstract algebra)
(All important theory of matrix and Determinants with explain)
(Important question of various topics

[ajitsinghmehra]

A parallelogram is formed by the pair of straight lines ax2 + 2hxy+ by2 =0 and the straight line through the point (p, q) parallel to them. show that the equation of the diagonal which does not pass through the origin is
( 2x-p)(ap+hq) + (2y-q)(bq+hq)=0.

Sir eta kore diyo na ektu

[Lokesh-tcov]

What is the logic behind the way we find Zj ? I mean why is it the sum of (profit constant * Technological coefficient) ?
Please explain!