Question

Solve the following inequality algebraically. 5|10 + 2x| – 1 > 19

Answer 1

Given

`5|10+2x|-1>19`

The first step is to distribute the multiplication on the absolute term

`\begin{gathered} |5\cdot10+5\cdot2x|-1>19 \\ |50+10x|-1>19 \end{gathered}`