If `z ne 0` be a complex number and `"arg"(z)=pi//4`, then

If z!=0 be a complex number and arg(z)=(pi)/(4), then Re(z)=Im(z) only Re(z)=Im(z)>0Re(z^(2))=Im(z^(2))(d) None of these

If z is a complex number with absz=2 and arg(z)=(4pi)/3 , then express z in a+ib form.

If z ne 0 and arg z=(pi)/(4) , then

If z is a complex number with absz=2 and arg(z)=(4pi)/3 . then Verify that (overline z)^2=2z

If z is a complex number with absz=2 and arg(z)=(4pi)/3 . then Find overline z

Modulus of a complex number Z is 2 and arg(z)=pi/3 ,write the complex number in the form a+ib .