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Set of values of decision variable which satisfied the constraint of linear programming

Correct answer: B. solution

  • A. Vertex
  • B. solution
  • C. boundary
  • D. none of these

Explanation

In linear programming, the set of values of decision variables that satisfy all the constraints is referred to as a solution. These solutions represent feasible points within the feasible region, meaning they adhere to all constraints while optimizing the objective function.

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About Linear Equations

Linear equations contain variables only to the first power and produce straight-line relationships when represented graphically. Problems involve solving equations with brackets, fractions, and variables on both sides, forming equations from statements, and handling simultaneous linear equations, which differ from quadratic equations by having no squared variable.

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