सिस्टम \(x \ge 0\), \(y \ge 0\), \(x+2y \ge 4\) का समाधान क्षेत्र कैसा है?
What is the nature of the solution region of \(x \ge 0\), \(y \ge 0\), and \(x+2y \ge 4\)?
Explanation opens after your attempt
Correct Answer
B. असीम क्षेत्रUnbounded region
Concept
In the first quadrant, \(x+2y \ge 4\) extends above the line without limit. If a region is not closed on all sides, it is unbounded.
Why this answer is correct
The correct answer is B. असीम क्षेत्र / Unbounded region. In the first quadrant, \(x+2y \ge 4\) extends above the line without limit. If a region is not closed on all sides, it is unbounded.
Exam Tip
प्रथम चतुर्थांश में \(x+2y \ge 4\) रेखा के ऊपर और दूर तक फैलता है। सभी ओर से बंद न हो तो क्षेत्र असीम होता है।
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