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the negation of the statement for every real numbe
Question:
The negation of the statement “For every real number $x ; x^2 + 5$ is positive” is
KCET
Updated On:
Apr 26, 2024
For every real number $x ; x^2 + 5$ is not positive
For every real number $x ; x^2 + 5$ is negative
There exists at least one real number x such that $ x^2 + 5$ is not positive
There exists at least one real number x such that $ x^2 + 5$ is positive
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The Correct Option is
C
Solution and Explanation
The correct answer is Option (C) : There exists at least one real number x such that $ x^2 + 5$ is not positive
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