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Mathematics · JEE | LINEAR PROGRAMMING

हिन्दी

In a linear programming problem, any point outside the feasible region is called:

  1. A
    Optimal solution
  2. B
    Infeasible solution
  3. C
    Feasible solution
  4. D
    Corner point
View Answer & Solution

Correct answer · Option B

Infeasible solution

Explanation

Any point outside the feasible region fails to satisfy at least one constraint and is called an infeasible solution.

Related questions

Given below are two statements: Statement I: The feasible region of a linear programming problem is always a convex region. Statement II: The optimal value of the objective function always occurs at the origin of the coordinate system.→Match List-I with List-II: List-I List-II A Optimal solution I Point outside the feasible region B Infeasible solution II Point giving the optimal value C Bounded region III Region that can be enclosed in a circle D Corner point IV Intersection of two boundary lines Choose the correct answer from the options given below:→Consider the following statements regarding Linear Programming: (A) The objective function in an LPP is always a non-linear expression. (B) The feasible region is the set of all feasible solutions. (C) Optimal values of the objective function always occur at the corner points of the bounded feasible region. (D) A feasible region is unbounded if it cannot be enclosed within a circle. Which of the above statements are correct?→What is the term used for the linear function \( Z = ax + by \) which is to be maximized or minimized in a linear programming problem?→
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