Question

what is an alternative way to write the solutions for the compound inequality $x > -8$ or $x > -1$? this inequality is already written in the best way. $x > -1$ $x > -8$ $-1 < x < -8$

Explanation:

Step1: Analyze the compound inequality

The compound inequality is \(x > - 8\) or \(x > - 1\).

Step2: Determine the solution set

If \(x > - 1\), then \(x\) is automatically greater than \(-8\) (since \(-1>-8\)). So the solution set of \(x > - 8\) or \(x > - 1\) is the same as the solution set of \(x > - 1\).

Answer:

\(x > - 1\)