The correct representation of the set of all real numbers less than $2$ is given by

(2, \infty)

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(- \infty, 2)

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(- \infty, 2]

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[2, \infty)

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Solution

The correct option is B $(- \infty, 2)$
Since, $2$ is not included in the interval we will put open bracket next to $2$ and $- \infty$ is always accompanied by open bracket. Hence, the correct option is $B, (- \infty, 2) .$

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The correct representation of the set of all real numbers less than 2 is given by

The correct option is B (−∞,2)Since, 2 is not included in the interval we will put open bracket next to 2 and −∞ is always accompanied by open bracket. Hence, the correct option is B, (−∞,2).

The correct representation of the set of all real numbers less than $2$ is given by

The correct option is B $(- \infty, 2)$
Since, $2$ is not included in the interval we will put open bracket next to $2$ and $- \infty$ is always accompanied by open bracket. Hence, the correct option is $B, (- \infty, 2) .$