\( \sqrt[3]{(-1)-(7)} \) Answer

To solve \( \sqrt[3]{(-1)-(7)} \), first simplify the expression inside the cube root. We calculate \((-1) - 7\), which is \(-8\). Now, we take the cube root of \(-8\), which is \(-2\) since \((-2) \times (-2) \times (-2) = -8\). So, the final result is \(-2\). This problem is a great example of working with cube roots and negative numbers—an essential concept often seen in algebra. Don't let the negative sign intimidate you; just remember that, unlike square roots, cube roots can take on negative values.