" (i) "2sin3x=sqrt(3)

Find the value of x in each of the following: 2sin3x=sqrt(3)( ii) 2(sin x)/(2)=1 (iii) sqrt(3)sin x=cos x

sin x=(sqrt(3))/(2)

Find x if 2 sin 3x = sqrt3

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

Find the value of x in [-pi,pi] for which f(x)=sqrt(log_(2)(4sin^(2)x-2sqrt(3)sin x-2sin x+sqrt(3)+1)) is defined.

If sin x+sin y=sqrt(3)(cos y-cos x), then sin3x+sin3y=(a)2sin3x( b) 0(c)1(d) none of these

Solve the equaiton :2sin x+sqrt(3)sin x=0

If sin x+sin y=sqrt(3)(cos y-cos x) then (sin3x)/(sin3y)=

Find the solution of sin x=-(sqrt(3))/(2)

If 4sin^(2)x-2 (1+sqrt(3))sin x + sqrt(3)=0 then theta =