" Find all complex numbers z such that "|z|=1" and "|(z)/(bar(z))+(bar(z))/(z)|=1

Numbers of complex numbers z, such that abs(z)=1 and abs((z)/bar(z)+bar(z)/(z))=1 is

Numbers of complex numbers z, such that abs(z)=1 and abs((z)/bar(z)+bar(z)/(z))=1 is

Numbers of complex numbers z, such that abs(z)=1 and abs((z)/bar(z)+bar(z)/(z))=1 is

Numbers of complex numbers z, such that abs(z)=1 and abs((z)/bar(z)+bar(z)/(z))=1 is

find all complex numbers z such that |z -|z+1|| = |z+|z-1||

Number of complex numbers such that |z| = 1 and z = 1 - 2 bar(z) is

If z is a complex number such that z=-bar(z) then

The number of complex number Z satisfying the conditions |(Z)/(bar(z))+(bar(Z))/(Z)|=1,|Z|=1 and arg(z)=(0,2 pi) is

Let z_(1)" and "z_(2) be complex numbers such that z_(1)+ i(bar(z_2))=0" and "arg(bar(z_1)z_2)=(pi)/(3) . Then arg(bar(z_1)) is