QuestionSolve the compound inequality and graph the solution: $3x - 9 > 0$ and $-4x + 9 < 5$. Provide the solution in interval notation.

Studdy Solution
Now that we have the solutions for both inequalities, we need to find their intersection. The intersection of the two solutions is the set of $x$ values that satisfy both inequalities.The solution to the first inequality is $x >3$ and the solution to the second inequality is $x >$. The intersection of these two solutions is $x >3$, because all $x$ values that are greater than $3$ are also greater than $$.
So, the solution set is $x >3$.