The value of the determinant is (where )

MATHEMATICS · Single correct · CBSE · Mathematics · Determinants · Determinants

Problem

The value of the determinant ∣62i3+6i123+8i32+6i182+12i27+2i∣\begin{vmatrix} \sqrt{6} & 2i & 3 + \sqrt{6}i \\ \sqrt{12} & \sqrt{3} + \sqrt{8}i & 3\sqrt{2} + \sqrt{6}i \\ \sqrt{18} & \sqrt{2} + \sqrt{12}i & \sqrt{27} + 2i \end{vmatrix} is (where i=−1i = \sqrt{-1} ) (1) complex (2) real (3) irrational (4) rational

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