The sum of the solutions of the equation `tanx.tan4x=1` for `0< x < pi` is

The sum of the solutions of the equation tan x, tan 4 x =1 for 0 lt x lt pi is

The number of solutions of the equation tanx.tan4x=1 for 0ltxltpi is (A) 2 (B) 4 (C) 6 (D) none of these

Find the solution of the equation tanx=1.

The general solution of equation tan x.tan4x=1

sum of the solutions of the equations x^(2)-5|x|-4=0 is

If sum of all the solutions of the equation (4tan x+tan^(2)x+1)=2sqrt(2)sin(x+(pi)/(4))(1+tan^(2)x) in [0,pi] is (p, (pi)/(q)) where p,q are relatively prime number, then find the value of (p+q)

The general solution of equation tan x.tan4x=1 is:

The sum of all the solutions in [0, 4pi] of the equation tan x+ cot x+1= cos (x+pi/4) is

The sum of all the solution in [0,4pi] of the equation tanx+cotx+1=cos(x+pi/4)i s (a) 3pi (b) pi/2 (c) (7pi)/2 (d) 4pi