Do you see that:I cant seem to figure this one out. Thanks in advance,
Do you see that:
\(\displaystyle \sqrt{-6} \ \sqrt{-8} \ = \ \sqrt{(-6)*(-8)} \).......... continue
The interpretation above is correct. Another way to look at it through DeMoivre's theorem as follows:No! \(\displaystyle \ \sqrt{-6} \ \sqrt{-8} \ = \ i\sqrt{6}*i\sqrt{8} \ = \ i^2\sqrt{48} \ = \ - \sqrt{48}\)
But, \(\displaystyle \ \sqrt{(-6)*(-8)} \ = \ \sqrt{48}\).
Seriously, you do deserve some corner time for this statement. Ouch!Do you see that:
\(\displaystyle \sqrt{-6} \ \sqrt{-8} \ = \ \sqrt{(-6)*(-8)} \).......... continue