![\{ x|x < - 3\} \implies( - \infty, \: - 3) \\ \\ \{ x|x \geqslant 2\} \implies [2, \: \infty) \\ \\ \{ x|x < 0\} \implies( - \infty, \: 0) \\ \\ \{ x| - 2 < x \leqslant 5\} \implies( - 2, \: 5] \\ \\ \{ x| - 2 < x < 5\} \implies( - 2, \: 5) \\](/tpl/images/0857/9984/75ab8.png)
Match each set notation to its equivalent in interval notation.
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Mathematics, 31.10.2020 06:30 sana20
Match each set notation to its equivalent in interval notation.
Answers: 2
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