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The value of the determinant |αβγα2β2γ2β+γγ+αα+β|= ____________. -

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Question

The value of the determinant `abs ((alpha, beta, gamma),(alpha^2, beta^2, gamma^2),(beta + gamma, gamma + alpha, alpha + beta)) =` ____________.

Options

  • `(alpha + beta) (beta + gamma) (gamma + alpha)`

  • `(alpha - beta) (beta - gamma) (gamma - alpha) (alpha + beta + gamma)`

  • `(alpha + beta + gamma)^2 (alpha - beta - gamma)^2`

  • `alpha beta gamma  (alpha + beta + gamma)`

MCQ
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Solution

The value of the determinant `abs ((alpha, beta, gamma),(alpha^2, beta^2, gamma^2),(beta + gamma, gamma + alpha, alpha + beta)) =` `underline((alpha - beta) (beta - gamma) (gamma - alpha) (alpha + beta + gamma))`.

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