![If z=x+iy, x,y in R such that z!=1 and |z-1|!=1. If (z-1)/(e^((i pi)/(3)))+( e^((i pi)/(3)))/(z-1) is real, then locus of z is a straight line whose slope is If z=x+iy, x,y in R such that z!=1 and |z-1|!=1. If (z-1)/(e^((i pi)/(3)))+( e^((i pi)/(3)))/(z-1) is real, then locus of z is a straight line whose slope is](https://d10lpgp6xz60nq.cloudfront.net/web-thumb/539946890_web.png)
If z=x+iy, x,y in R such that z!=1 and |z-1|!=1. If (z-1)/(e^((i pi)/(3)))+( e^((i pi)/(3)))/(z-1) is real, then locus of z is a straight line whose slope is
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Amazon.com: e^(iPi)+1=0 The mathematical record of the Euler identity Premium T-Shirt : Clothing, Shoes & Jewelry
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