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Solve-for-complex-numbers-x-4-1-i-x-3-2ix-2-i-1-x-1-0-




Question Number 158274 by HongKing last updated on 01/Nov/21
Solve for complex numbers:  x^4  + (1 + i)x^3  + 2ix^2  + (i - 1)x - 1 = 0
Solveforcomplexnumbers:x4+(1+i)x3+2ix2+(i1)x1=0
Answered by mindispower last updated on 01/Nov/21
x=−1, solution   (x+1)(x^3 +ix^2 +ix−1)  (x+1)(x+i)(x^2 +i)  (x+1)(x+i)(x−e^(−((iπ)/4)) )(x−e^((3iπ)/4) )
x=1,solution(x+1)(x3+ix2+ix1)(x+1)(x+i)(x2+i)(x+1)(x+i)(xeiπ4)(xe3iπ4)

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