I'm a bit confused on how to solve this. This is my work so far:
But the last step I have done is apparently wrong. Any help would be appreciated!
2026-04-01 23:29:56.1775086196
Probability density function of $\log(1-|X|/2)$ where $X$ is a uniformly distributed variable
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$\mathsf P(\lvert X\rvert > n)=\mathsf P(X>n \;\color{blue}\bigcup\; X<-n)$ for any $n>0$
That is: OR not AND.