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(-2) ^(2/6)=(-2) ^(1/3)=e(ln(2)+i(2n+1)π)/3, where n is ANY integer
If a^(m/n) is nth root of a^m.............Considering this statement to be true
can we say (-2)^ (2/6) will be 6th root of (-2)^2.....
and can we say that(-2)^(1/3) is 3rd root of -2= negative of third root of 2
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