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Keep things simple:mark2142 said:Ok. Great. And the fact that ## (-2)^{2*1/2}= -2## is true but we ignore it and say ## (-2)^{2*1/2}= |-2|=2##. Yes?
$$(x^2)^{1/2} = \sqrt{x^2} = |x|$$$$x^{(2*\frac 1 2)} = x$$
Keep things simple:mark2142 said:Ok. Great. And the fact that ## (-2)^{2*1/2}= -2## is true but we ignore it and say ## (-2)^{2*1/2}= |-2|=2##. Yes?
I meant to substitute ##x^2## with ##y## so to make it more clear. Square root of y is defined to be positive root. My explanation seems right.Mark44 said:It doesn't really have anything to do with y=x2.