in any triangle abc, prove that a(bcosC -ccosB)= b2-c2
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Answer:
LHS. =a(bcosC−(c)cosB)
=abcosC−a(c)cosB
=ab.a2+b2−c22ab−ac.c2+a2−b22ca
=a2+b2−c22−c2+a2−b22
=a2+b2−c2−c2+a2−b22
=2b2−c22
=b2−c2= RHS Hence Proved.
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