Prove that
(a-b)^(2)cos^(2)(c)/(2)+(a+b)^(2)sin^(2)(c)/(2)=c^(2)
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LHS
(a−b)2cos2(C2)+(a+b)2sin2(C2)
(a2+b2−2ab)cos2(C2)+(a2+b2+2ab)sin2(C2)
(a2+b2)[cos2(C2)+sin2(C2)]−2ab(cos2(C2)−sin2(C2))
a2+b2−2ab(cos2(C2)−sin2(C2))
a2+b2+2ab(sin2(C2)−cos2(C2))
a2+b2−2ab(cosc)
a2+b2−2ab(a2+b2−c22ab)
a2+b2−a2−b2+c2
c2
RHS.
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