Hello guys...we know that the roots of unity are for that example z^n=1 possible just for n = all positive numbers
what would happen if n = 0 or any non positive number?
Hello guys...we know that the roots of unity are for that example z^n=1 possible just for n = all positive numbers
what would happen if n = 0 or any non positive number?
Hello guys...we know that the roots of unity are for that example z^n=1 possible just for n = all positive numbers
what would happen if n = 0 or any non positive number?
First, realize that n is an integer.
Second, if then is not defined. So that is take n care of.
Third, if we deal the nth root of the multiplicative inverse.
hm...ok that makes sense that it comes to be 1/z^n=1...but like what happens then?how do i find solutions?are the same rools of the roots of unity applied?will we have for z^n=1 where n=-3 as an example three answers in a unit circle?
thanks
hm...ok that makes sense that it comes to be 1/z^n=1...but like what happens then?how do i find solutions?are the same rools of the roots of unity applied?will we have for z^n=1 where n=-3 as an example three answers in a unit circle?
thanks