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3-tan-x-cot-x-3-tan-x-cot-x-1-0-




Question Number 135419 by liberty last updated on 13/Mar/21
(√3) tan x.cot x +(√3) tan x−cot x−1 = 0
3tanx.cotx+3tanxcotx1=0
Answered by benjo_mathlover last updated on 13/Mar/21
⇒(√3) tan x(cot x+1)−(cot x+1)=0  ((√3) tan x−1)(cot x+1) = 0   { ((tan x=(1/( (√3))))),((cot x=−1⇒tan x=−1)) :}    { ((x=(π/6)+nπ)),((x=((3π)/4)+nπ)) :}
3tanx(cotx+1)(cotx+1)=0(3tanx1)(cotx+1)=0{tanx=13cotx=1tanx=1{x=π6+nπx=3π4+nπ

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