Z1,Z2 are complex numbers such that Z1/Z2 is real.Prove that the points representing Z1 and Z2 in the complex plane are collinear with the origin
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Z1,Z2 are complex numbers such that Z1/Z2 is real.Prove that the points representing Z1 and Z2 in the complex plane are collinear with the origin
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in marks of 3 gives me ans
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