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in Mathematics by (71.5k points)

Let z1 and z2 be two complex numbers such that z1/z2 + z2/z1 = 1, then

(A) |z1| = |z2

(B) origin, z1 & z2 are vertices of an isosceles triangle 

(C) origin, z1 & z2 are vertices of an equilateral triangle

(D) |arg(z1/z1 - z2)| = π/3

1 Answer

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by (70.7k points)
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Best answer

Correct option (A) (C) (D)

Explanation:

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