Simplify \(\sqrt{6a^{-2}} \times \sqrt{24a^6}\)
- ± 16a\(^2\)
- ± 16a
- ± 14a\(^2\)
-
± 12a\(^2\)
- ± 12a
The correct answer is: D
Explanation
\(\sqrt{6a^{-2}} \times \sqrt{24a^6}\) = \(\sqrt{6a^{-2} \times 24a^6}\) = \(\sqrt{144a^4}\) = ±12a\(^2\).