If A, B and C are three angles of a triangle and cot(B+C) =1/√3 then angle A is of
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In ΔABC , A+B+C=180
⟹A+B=180
−C
⟹cot(A+B)=cot(180
−C)
cotA+cotB
cotA.cotB−1
=−cotC
⟹cotA.cotB−1=−cotA.cotC−cotB.cotC
⟹cotA.cotB+cotB.cotC+cotC.cotA=1
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