\sqrt{y^2} = 8
Quantity A = 3^{2y}
Quantity B = 3^{-2y}
Should I ignore the negative root of y here? if or if not, why?
\sqrt{y^2} = 8
Quantity A = 3^{2y}
Quantity B = 3^{-2y}
Should I ignore the negative root of y here? if or if not, why?
Please check this thread: I can't figure out why the square root of this algebraic equation won't have a positive and a negative root
Hope you find it useful
In this case you should not ignore it
The rule by ETS is that there can’t be a negative value under the root
For y = 8, the value under the root is 64
For y = -8, the value under the root is also 64
So, we are not violating any ETS rules by having y = -8