QuestionSolve the inequality $|4x + 6| + 3 > 25$ and express the solution set in interval notation.

Studdy Solution
Now, we have two inequalities, $x < -7$ and $x >$. In interval notation, this is represented as $(-\infty, -7) \cup (, \infty)$.
The solution set is $(-\infty, -7) \cup (, \infty)$.