Locus Problem in complex number....?

Find the locus of points in the plane satisfying each of the given conditions:
(i) |z-5| = 6 (ii) |z-2i| >=1 (iii) Re(z+2) = -1
(iv) Re{i(conjugate of z)} =3 (v) |z+i| = |z-i|
Also Sketch its diagram.
Please tell me as soon as possible...?

 Tags: Complex, locus, number.

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