prove that cosx+cosy/cosy-cosx
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We know that cos A + cos B = [2{cos (A-B)/2}.{cos ( A+B)/2}] ••••••(1)
And cos A- cos B= 2[{Sin(A-B)/2}.{Sin(A +B)/2}] ••••••(2)
therefore (1) / (2) = cot ( A-B)/2 .cot (A+B)/2
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