" 1."tan x=sqrt(3)

Find the pricnipal solution of the trigonometric equation: tan x = 1/sqrt(3)

Find the pricnipal solution of the trigonometric equation: tan x=(1)/(sqrt(3))

Number of solutions of the equation 4 ( cos ^(2) 2 x + cos 2 x + 1) + tan x ( tan x - 2 sqrt(3)) = 0 i n [ 0, 2 pi] is

Number of solutions of the equation 4(cos^(2) 2x+ cos 2 x +1)+tan x (tan x-2sqrt(3))=0 in [0, 2pi] is

Number of solutions of the equation 4(cos^(2) 2x+ cos 2 x +1)+tan x (tan x-2sqrt(3))=0 in [0, 2pi] is

Number of solutions of the equation 4(cos^(2) 2x+ cos 2 x +1)+tan x (tan x-2sqrt(3))=0 in [0, 2pi] is

Find the principal and general solutions of the equation tan x=-1/sqrt3

Solve the following equation: tan^(2)x+(1-sqrt(3))tan x-sqrt(3)=0

tan^(2)x-(1+sqrt(3))tan x+sqrt(3)<0

General solution of (tan3x-1)/(tan3x+1)=sqrt(3) is