[" The equation "y=sin x sin(x+2)-sin^(2)(x+],[1)" represents a straight line lying in : "]

For x in (0, pi) , the equation "sin"x + 2"sin" 2x-"sin" 3x = 3 has

For x in (0, pi) , the equation "sin"x + 2"sin" 2x-"sin" 3x = 3 has

For x in (0, pi) , the equation "sin"x + 2"sin" 2x-"sin" 3x = 3 has

The range of y=(sin4x-sin2x)/(sin4x+sin2x) satisfies

The range of y=(sin4x-sin2x)/(sin4x+sin2x) satisfies

The number of distinct real roots of the equation sin^(3)x +sin^(2)x sin x-sin x- sin 2x-2cos x=0 belonging to the interval (-(pi)/(2),(pi)/(2))

Find (dy)/(dx) if,y=sin x sin2x sin3x sin4x

The number of solution x of the equation sin (x+x^(2))- sin(x^(2))= sin x in the interval [2,3] is

Number of solutions of equation 2"sin" x/2 cos^(2) x-2 "sin" x/2 sin^(2) x=cos^(2) x-sin^(2) x for x in [0, 4pi] is