If sinx +sin3x+sin5x=0, then

If sin5x+sin3x+sinx=0 , then the value of x other than zero between 0lexlepi//2 is

If sin5x+sin3x+sinx=0 ,then the value of x other than 0 lying between 0<=x<=pi/2 is

If sin5x+sin3x+sinx=0 ,then the value of x other than 0 lying between 0<=x<=pi/2 is

The number of solution of sinx+sin3x+sin5x=0 in the interval {:[(pi)/(2)","3(pi)/(2)]:} is

If sin5x+sin3x+sinx = 0 , the value of x other than 0, lying in the interval [0,pi//2] is

Number of solutions of x of the equation sin5x - sin3x - sinx=0 lying in the interval [0,2pi] is/are-

The general solution of sinx + sin 2x + sin3x = 0 is

Prove that sinx + sin3x + sin5x+ sin7x=4cosxcos2xsin4x

sin 5x - sin3x - sinx=0 (0^(@) lt x lt 360^(@))

If |(sinx,sin2x,sin3x),(sin2x,sin3x,sinx),(sin3x,sinx,sin2x)|=0 then the number of values of x in interval [0,2pi] is