Using properties of determinants prove that|(a + x,y,z),(x,a + y,z),(x

1.	Using properties of determinants prove that\|(a + x,y,z),(x,a + y,z),(x,y,a + x)\| = a2(a + x + y + z)
Answer» C₁ → C₁+ C₂ + C₃ Taking (a + x + y + z) common After this R₁→ R₁ – R₂, R₂ → R₂ – R₃ and expand

Using properties of determinants prove that|(a + x,y,z),(x,a + y,z),(x,y,a + x)| = a2(a + x + y + z)

Answer»

C₁ → C₁+ C₂ + C₃

Taking (a + x + y + z) common

After this R₁→ R₁ – R₂, R₂ → R₂ – R₃ and expand

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Using properties of determinants prove that|(a + x,y,z),(x,a + y,z),(x,y,a + x)| = a2(a + x + y + z)

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