Q4 The distinct solutions to (z-z₁)" = z₂ lie on a circle in the complex plane, as shown below. One solution is located on the real axis at √3+1 = 2.732, and one solution is located on the imaginary axis at √3-1-0.732. Determine Z₁, Z₂, and n. Ø 0 0

Q: 5. Given the complex number A = 4 + j5, B = 2 - j3, and C = -2- j4. Calculate A + B and A+C. Show…

A: Please see the below picture for detailed solution.

Q: 1. Solve the following equations and list all the roots. a) (x² – 25)(x² + 5x – 14) = 0 b) (2x +…

A: Simplify the equation then find roots.

Q: Find all the roots of z = -4 + (4V3)i giving each root in the form re". %3D 8° = -4+ (43) C

A:

Q: z10 – 8z5 + 64 = 0.

A:

Q: i would apprativce it if you could exlpain

A: Given complex numbers are z=2+3iw=5−i So,  (a)  2z+w=2(2+3i)+(5−i)2z+w=(4+6i)+(5−i) Now, combining…