कौन सा कथन (x< -2) का निषेध है?
Which statement is the negation of (x<-2)?
Explanation opens after your attempt
Correct Answer
B. \(x\ge -2\)
Concept
All values outside (x<-2) are \(x\ge -2\). The negation of a strict inequality includes equality.
Why this answer is correct
The correct answer is B. \(x\ge -2\). All values outside (x<-2) are \(x\ge -2\). The negation of a strict inequality includes equality.
Exam Tip
(x<-2) के बाहर सभी मान \(x\ge -2\) हैं। कठोर असमानता के निषेध में बराबरी जुड़ जाती है।
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