असमानताओं \(x\ge 2\), \(y\ge 1\), \(x+y\le 7\) से बने क्षेत्र का कौन-सा बिंदु हल में है?
Which point lies in the solution region of \(x\ge 2\), \(y\ge 1\), and \(x+y\le 7\)?
Explanation opens after your attempt
Correct Answer
A. ((3,2))
Concept
The point ((3,2)) satisfies all conditions because \(3\ge 2\), \(2\ge 1\), and \(3+2\le 7\). Check each condition separately.
Why this answer is correct
The correct answer is A. ((3,2)). The point ((3,2)) satisfies all conditions because \(3\ge 2\), \(2\ge 1\), and \(3+2\le 7\). Check each condition separately.
Exam Tip
((3,2)) सभी शर्तों को संतुष्ट करता है क्योंकि \(3\ge 2\), \(2\ge 1\) और \(3+2\le 7\)। हर शर्त अलग से जांचें।
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