2+sqrt(3)sec x-4cos x=2sqrt(3)

If 2+sqrt(3)sec x - 4 cos x = 2sqrt(3) then theta =

Solve the general value. 2 + sqrt3 sec x - 4 cos x = 2 sqrt3

Solve the following equations and write general solutions 2 + sqrt(3) Sec x - 4 Cos x = 2sqrt(3)

For x in(-pi,pi) find the value of x for which the given equation (sqrt(3)sin x+cos x)^(sqrt(sqrt(3)sin2x-cos2x+2))=4 is satisfied.

f(x)=x^(2)-2sqrt(sin*sqrt(3)-sin sqrt(2))x-(cos sqrt(3)-cos sqrt(2))

For n in Z , the general solution of the trigonometric equation sin x-sqrt(3) cos x +4 sin 2x-4sqrt(3)cos 2x+sin 3x-sqrt(3)cos 3x=0 is

4 cos^(2)x + sqrt(3) = 2(sqrt(3)+1)

If cos (pi/12) = (sqrt(2) + sqrt(6))/(4) , then all x in (0,pi/2) such that (sqrt(3)-1)/(sin x) + (sqrt(3)+1)/(cos x) = 4sqrt(2) , then find x.