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Question

Let A,B,C are 3 points on the complex plane represented by complex numbers a,b,c respectively such that |a| = |b| = |c| =1, a+b+c=1 and abc=1,then

A
area of triangle ABC is 2 (Sq.unit)
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B
ABC is an equilateral triangle.
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C
ABC is right isosceles triangle.
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D
orthocentre of ABC lies outside the triangle.
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