Write the set $$ \{x \mid x3\} $$ in interval notation. $$ \begin{array}{l} ext { Choose the correct interval. } \ ext { A. }(-\infty, 3] \ ext { B. }(3, \infty) \ ext { C. }(-\infty, 3) \ ext { D. }[3, \infty)\end{array} $$

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Write the set $$ \{x \mid x>3\} $$ in interval notation. $$ \begin{array}{l}	ext { Choose the correct interval. } \ 	ext { A. }(-\infty, 3] \ 	ext { B. }(3, \infty) \ 	ext { C. }(-\infty, 3) \ 	ext { D. }[3, \infty)\end{array} $$

UpStudy AI · Accepted Answer

The set {x | x > 3} consists of all numbers greater than 3, but not including 3. In interval notation, this is written as (3, ∞), which corresponds to option B.
The set is $$ (3, \infty) $$, which is option B.

Write the set \( \{x \mid x>3\} \) in interval notation. \( \begin{array}{l}\text { Choose the correct interval. } \\ \text { A. }(-\infty, 3] \\ \text { B. }(3, \infty) \\ \text { C. }(-\infty, 3) \\ \text { D. }[3, \infty)\end{array} \)

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