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Let z be a complex number satisfying |z−3|≤|z−2|, |z−3|≤|z−6|, |z−i|≤|z+i| and |z−i|≤|z−5i|. Then the area of region in which z lies is sq. units.

Answer» Let z be a complex number satisfying |z3||z2|, |z3||z6|, |zi||z+i| and |zi||z5i|. Then the area of region in which z lies is sq. units.


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