Question 26
Find the set of $x$-values satisfying the inequality $$
\left|\frac{5-x}{3}\right|\lt2.
$$ [The symbol $|a|$ means $+a$ if $a$ is positive, $-a$ if $a$ is negative, $0$ if $a$ is zero. The notation $1\lt a\lt2$ means that $a$ can have any value between $1$ and $2,$ excluding $1$ and $2.$]
\left|\frac{5-x}{3}\right|\lt2.
$$ [The symbol $|a|$ means $+a$ if $a$ is positive, $-a$ if $a$ is negative, $0$ if $a$ is zero. The notation $1\lt a\lt2$ means that $a$ can have any value between $1$ and $2,$ excluding $1$ and $2.$]