Write $(- 7, 5), [- 6, 12], (3, 7], [- 16, 6)$ in set builder form.

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Solution

$(- 7, 5)$ in set builder form-

${x : x \in R a n d - 7 < x < 5}$

Where $R$ denotes Real numbers.

$[- 6, 12]$ in set builder form-
${x : x \in R a n d - 6 \leq x \leq 12}$

$(3, 7]$ in set builder form-
${x : x \in R a n d 3 < x \leq 7}$

$[- 16, 6)$ in set builder form-
${x : x \in R a n d - 16 \leq x < 6}$

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