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JEE MATHEMATICS MCQ: COMPLEX NUMBERS

1 Easy
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Application +4 | -1
If ∣z∣=3|z|=3, the area of the triangle whose sides are z,ωεz, \omega \varepsilon and z+ωεz+\omega \varepsilon (where ω\omega is a complex cube root of unity) is
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Correct option: A
93/49 \sqrt{3} / 4
Option A (93/49 \sqrt{{3}} / 4) is correct because the triangle formed by zz, ωz\omega z, and z+ωzz + \omega z is equilateral with side length ∣z∣=3|z| = 3, and the area of an equilateral triangle is 34×side2\frac{{\sqrt{{3}}}}{{4}} \times side^2.

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