In any triangle ABC, prove that, a^(3) cos(B-C) + b^(3) cos(C-A) + c^(3) cos(A-B) = 3abc. | 12 |...

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In any triangle \( A B C, a^{3} \cos (B-C)+b^{3} \cos (C-A)+ \) \( c^{3} \cos (A-B) \) is equal ... In any triangle \( A B C, a^{3} \cos (B-C)+b^{3} \cos (C-A)+ \) \( c^{3} \cos (A-B) \) is equal ...
In `Delta ABC`, prove that `a^3 cos(B-C)+b^3 cos(C-A)+c^3 cos( A-B)=3abc` In `Delta ABC`, prove that `a^3 cos(B-C)+b^3 cos(C-A)+c^3 cos( A-B)=3abc`
Prove that in `triangleABC, a^3cos(B-C)+b^3cos(C-A)+c^3cos(A-B)=3abc` Prove that in `triangleABC, a^3cos(B-C)+b^3cos(C-A)+c^3cos(A-B)=3abc`
In any triangle `A B C ,` prove that: `a^3cos(B-C)+b^3cos(C-A)+c^3cos(A-B)=3a b c` In any triangle `A B C ,` prove that: `a^3cos(B-C)+b^3cos(C-A)+c^3cos(A-B)=3a b c`
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Show that ∑a3cos(B−C)=3(abc) (or) Prove thata3cos(B−c)+b3cos(C−A)+c3cos(A−B)=3abc /MATH 1A/IMPORTANT Show that ∑a3cos(B−C)=3(abc) (or) Prove thata3cos(B−c)+b3cos(C−A)+c3cos(A−B)=3abc /MATH 1A/IMPORTANT
a³Cos(B-C)+b³Cos(C-A)+c³Cos(A-B)=3abc || properties of Triangles|| a³Cos(B-C)+b³Cos(C-A)+c³Cos(A-B)=3abc || properties of Triangles||