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I also like the proof with negative powers:2^2 x 2^(-2) = 2^(2+(-2)) = 2^0 = 14 x .25 = 1
Jeesh ... get something right ... (x != 0)
Yeah you can say that. I would just say that there are possible definitions for 0^0 but at the end, 0^0 isn't defined
I also like the proof with negative powers:
2^2 x 2^(-2) = 2^(2+(-2)) = 2^0 = 1
4 x .25 = 1
Jeesh ... get something right ... (x != 0)
Yeah you can say that. I would just say that there are possible definitions for 0^0 but at the end, 0^0 isn't defined