`sin5theta + sin2theta=0`

Prove that : (sin theta + 2 sin 3theta + sin 5theta)/(sin 3theta + 2 sin 5theta + sin 7theta) = (sin 3theta)/(sin 5theta)

sin theta + sin3 theta + sin5 theta = 0

sin theta + sin 5 theta = sin 3theta (0 le theta le 2pi)

If : 0 lt theta lt pi/2 and sin 7theta + sin 4 theta + sin theta=0 , then : theta =

If sin 7theta + sin 4theta + sin theta = 0, 0 le theta le pi//2 , then theta =

If sin theta + sin 5 theta = sin 3 theta and 0 lt theta lt ((pi)/(2)), what is the value of theta ( in degrees) ?

The values of theta satisfying sin 5theta = sin 3theta-sin theta and 0 lt theta lt (pi)/(2) are

If sin6theta+sin4theta+sin2theta=0 , then general value of theta is

sin6theta+sin4theta+sin2theta=0,"then "theta =

If sin6theta+sin4theta+sin2theta=0 , then general value of theta is