Question

solve the following compound inequality. 4m + 6 < 2 or $\frac{m + 4}{3}>3$ m < ? or m >

Explanation:

Step1: Solve the first inequality

Subtract 6 from both sides of $4m + 6<2$:
$4m+6 - 6<2 - 6$, which simplifies to $4m<-4$. Then divide both sides by 4: $m < - 1$.

Step2: Solve the second inequality

Multiply both sides of $\frac{m + 4}{3}>3$ by 3: $m + 4>9$. Then subtract 4 from both sides: $m>5$.

Answer:

$m < - 1$ or $m>5$