If A, B and C are interior angles of ∆ABC then show that tan (B+C /2) =cot A/2
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Answer:
A+B+C=180
B+C=180o−A
2B+C=90o − 2A
tan( 2B+C )=tan(90 o − 2A )
tan( 2B+C)=cot 2A
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