10. $\left|\frac{-3}{x-2}\right|<\left|\frac{6}{x^{2}-3 x+2}\right|$.

Construct the graphs of the functions given in problems 11-19:
10. The inequality can be written as follows:

$$
\begin{gathered}
\frac{3}{|x-2|}<\frac{6}{|x-2| \cdot|x-1|} \text { or } 1<\frac{2}{|x-1|} ; \quad|x-1|<2 \\
-2<x-1<2, \quad-1<x<3, \quad x \neq 1, \quad x \neq 2
\end{gathered}
$$