Feasible region is region restricted to the quadrant.
Correct answer: A. I
- A. I
- B. II
- C. III
- D. IV
Explanation
The feasible region in the context of linear programming is the region of the coordinate plane that satisfies all the constraints of the problem. In most cases, these constraints define a bounded region in the first quadrant (quadrant I) of the coordinate plane, where both the \(x\) and \(y\) coordinates are positive.
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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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