Mathematics · Determinants

The determinant of the matrix b2 − abb − cbc − acab − a2a − bb2 − abbc − acc − aab − a2 equals:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

1abc(b − c)(c − a)(a − b)
2(b − c)(c − a)(a − b)
3(a + b + c)(b − c)(c − a)(a − b)
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The determinant of the matrix b2 − abb − cbc − acab − a2a − bb2 − abbc − acc − aab − a2 equals:

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The determinant of the matrix b2 − abb − cbc − acab − a2a − bb2 − abbc − acc − aab − a2 equals:

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