Consider the inequality $$x^2 > -2 x + 48$$
The solution of this inequality consists one or more of the following intervals: $(-\infty, A)$, $(A,B)$, and $(B,\infty)$ where $A < B$.
Find $A$
Find $B$
For each interval, answer YES or NO to whether the interval is included in the solution.
$(-\infty, A)$
$(A,B)$
$(B,\infty)$