Range of \(x\)

Algebra Level 2

\[\Large \left(\frac{1}{3}\right)^\frac{|x|+1}{x-2} > 9 \]

What values of \(x\) satisfy the inequality above?

\[x \in (1,2)\] \[x \in (2,3)\] \[x \in [2,3)\] \[x \in \mathbb{R}\] \[x \in (-\infty,1) \cup (3,\infty) \] \[x \in \{1,2\}\] No solutions

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