Given that, `|z-1|=1`, where `'z'` is a point on the argand plane. `(z-2)/(2z)=alpha tan (arg

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If `|z-1|=1,` where is a point on the argand plane, show that`(z-2)/(z)=i tan (argz),where i=sqrt(-1 If `|z-1|=1,` where is a point on the argand plane, show that`(z-2)/(z)=i tan (argz),where i=sqrt(-1
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