Find the number of roots of \(z ^ { 4 } - 6 z + 3 = 0\) in \(| z | < 1\) and \(1 < | z | < 2\) respectively.
Roots of $z^4-6z+3$ in $|z|<1$ and $1<|z|<2$
P-TIE-F15-13
- Area
- Complex Analysis
- Status
- draft
P-TIE-F15-13
Find the number of roots of \(z ^ { 4 } - 6 z + 3 = 0\) in \(| z | < 1\) and \(1 < | z | < 2\) respectively.