Hi, I need some help solving this complex equation. The question is in dutch, so I'll translate.
"Solve the next equation in
when it's known that it possesses a complex repeated root and two conjugated roots (b and its complex conjugate)."
Not sure if I’ve translated it well, so I'll try to say it like this: the 4 solutions to this equation are (z-c)^2 (z-b) (z-conjugate of b)
I started solving it by factorizing the equation so I could equalize for example (2C+b+conjugate of b) = 6(1+i)
The only part I was able to solve was the imaginary part of C, (ImC=3).
Thank you!
"Solve the next equation in
Not sure if I’ve translated it well, so I'll try to say it like this: the 4 solutions to this equation are (z-c)^2 (z-b) (z-conjugate of b)
I started solving it by factorizing the equation so I could equalize for example (2C+b+conjugate of b) = 6(1+i)
The only part I was able to solve was the imaginary part of C, (ImC=3).
Thank you!