`tanx+tan2x+sqrt3 tanx.tan2x=sqrt3`

Solve the following trigonometric equation : tanx + tan 2x+ sqrt3 tanx tan2x= sqrt3 .

Solve tan x+tan 2x + sqrt3 tan x tan 2x= sqrt3

tan x+tan2x+sqrt(3)tan x*tan2x=sqrt(3)

Solve tan x+tan2x+sqrt(3)tan x tan2x=sqrt(3)

Number of solutions of x(0 lt x lt pi) of the equations tanx + tan2x + sqrt(3)tanx tan2x = sqrt(3) is/are-

tanx + tan2x + tanxtan2x=1

tanx + tan2x + tan3x=0

The general solution of the equation tanx+ tan2x + tanx.tan2x= 1 is

tanx + tan2x + tan3x = tanx tan2x tan3x

Show that tanx tan 2x tan 3x = tan 3x-tan 2x- tan x