Value of (Cos A+ Cos B / Sin A- Sin B ) ^n + (Sin A + Sin B / CosA- Cos B ) ^n where n is odd
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Step-by-step explanation:
(Cos A+ Cos B / Sin A- Sin B ) ^n + (Sin A + Sin B / CosA- Cos B ) ^n
= cot^n(A+B)/2 - cot^n(A+B)/2 = 0
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