z1 and z2 are any two distinct complex numbers in an argand plane. If – InterviewSolution

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1.	z1 and z2 are any two distinct complex numbers in an argand plane. If αβ\|z1\|=γδ\|z2\| , then the complex number αβz1γδz2+γδz2αβz1 lies on the (α,β∈R)
Answer» $z_{1}$ and $z_{2}$ are any two distinct complex numbers in an argand plane. If $α β \| z_{1} \| = γ δ \| z_{2} \|$ , then the complex number $\frac{α β z_{1}}{γ δ z_{2}} + \frac{γ δ z_{2}}{α β z_{1}}$ lies on the $(α, β \in R)$

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