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Question Number 211115 by Durganand last updated on 28/Aug/24

Answered by som(math1967) last updated on 28/Aug/24

tanA+2tan2A+(4/(tan2.2A))  =tanA+2tan2A+((4(1−tan^2 2A))/(2tan2A))  =tanA+((2tan^2 2A+2−2tan^2 2A)/(tan2A))   =tanA +(2/(tan2A))   =tanA+(((1−tan^2 A))/(tanA))  =((tan^2 A+1−tan^2 A)/(tanA))  =(1/(tanA))=cotA

tanA+2tan2A+4tan2.2A=tanA+2tan2A+4(1tan22A)2tan2A=tanA+2tan22A+22tan22Atan2A=tanA+2tan2A=tanA+(1tan2A)tanA=tan2A+1tan2AtanA=1tanA=cotA

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