c) Solve : sinx + sin3x + sin5x = 0.
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Answer:
Sinx+sin3x+sin5x=0
{Sinx+sin5x}+sin3x=0
2sin(x+5x)/2.cos(x-5x)/2+sin3x=0
2sin3x.cos2x+sin3x=0
Sin3x(2cos2x+1)=0
Hence
Sin3x=0 2cos2x+1=0
X=0 cos2x=-1/2
Cos2x=-cos60
Cos2x=cos(180-60)
Cos2x=cos120
2x=120
X=60
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