The value of a/(a-b)(a-c) + b/(b-c)(b-a) + c/(c-a)(c-b) || Rational expression || Class 8

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Prove: `|(a, b-c,c-b),( a-c, b, c-a),( a-b,b-a, c)|=(a+b-c)(b+c-a)(c+a-b)` Prove: `|(a, b-c,c-b),( a-c, b, c-a),( a-b,b-a, c)|=(a+b-c)(b+c-a)(c+a-b)`
prove that det ( b+c a a , b c+a b , c c a+b)=4abc || Prove that `|b+c a a b c+a b cc a+b|=4a b c prove that det ( b+c a a , b c+a b , c c a+b)=4abc || Prove that `|b+c a a b c+a b cc a+b|=4a b c
Prove the identities: `|[a, b-c,c-b],[ a-c, b, c-a],[ a-b,b-a, c]|` `=(a+b-c)(b+c-a)(c+a-b)` Prove the identities: `|[a, b-c,c-b],[ a-c, b, c-a],[ a-b,b-a, c]|` `=(a+b-c)(b+c-a)(c+a-b)`