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Question Number 10114 by JAZAR last updated on 24/Jan/17
how can demontred  tan 3x=_(         ) ((3tanx−tan^3 x)/(1_ −3tan^2 x))  pleace help me
howcandemontredtan3x=3tanxtan3x13tan2xpleacehelpme
Answered by mrW1 last updated on 24/Jan/17
tan 3x=tan (x+2x)  =((tan x+tan 2x)/(1−tan x tan 2x))  =((tan x+((2tan x)/(1−tan^2  x)))/(1−tan x×((2tan x)/(1−tan^2  x))))  =((tan x (1−tan^2  x)+2tan x)/(1−tan^2  x−2tan^2  x))   =((3tan x−tan^3  x)/(1−3tan^2  x))
tan3x=tan(x+2x)=tanx+tan2x1tanxtan2x=tanx+2tanx1tan2x1tanx×2tanx1tan2x=tanx(1tan2x)+2tanx1tan2x2tan2x=3tanxtan3x13tan2x

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