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in Determinants by (52.1k points)

\(\begin{vmatrix} a + b + 2c & a & b \\[0.3em] c&b + c + 2a & b \\[0.3em] c & a &c + a +2b \end{vmatrix}\) = 2(a + b + c)3

1 Answer

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by (51.0k points)
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Best answer

On applying C1 → C1 + C2 + C3

Take 2(a + b + c) common

On applying R2 → R2 - R1, and R3 → R3 - R1

So,

Hence proved.

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