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Let z and w be Two Non Zero Complex Numbers Such That |z| = |w| and arg(z) + arg(w) = pi, Then z is

Let ` z and omega` be two non zero complex numbers such that `|z|=|omega|` and `argz+argomega=pi...

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Let z and w be two non zero complex numbers such thatlzl=lwl and arg(z)+arg(w)=π

Let z and w are two non zero complex number such that `|z| =|w|`, and `Arg (z)+Arg ( w ) =pi`...

Let ` z and omega` be two non zero complex numbers such that `|z|=|omega|` and `argz+argomega=pi,

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Let z be a complex number, then the equation z4+z+2=0 cannot have a root, such that #complex