In any `triangle ABC` `cotA/2,cotB/2,cotc/2` are in A.P. then - YouTube
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1/2(cotA/2-tanA/2)=cotA - Brainly.in
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tanA + cotA =2 , find sinA=? - Brainly.in
Prove that: tanA/2+ cotA/2=2 "cosec"A
In any `Delta ABC` prove that `(cotA/2+cotB/2+cotC/2)/(cotA +cotB+cotC)=((a+b+c)^2)/(a^2+b^2+ - YouTube
Prove that : cotA + cosecA - 1cotA - cosecA + 1 = 1 + cosAsinA
In any triangle ABC, cotA/2, cotB/2, cotC/2 are in ap then prove that - askIITians
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