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Given : sinθ+sin
2 θ+sin 3 θ=1
sinθ(1+sin 2 θ)=1−sin 2 θ=cos 2 θ
⇒ 1−cos 2 θ (2−cos 2 θ)=cos 2 θ
Squaring both sides, we have
(1−cos 2 θ)
(4+cos 4 θ−4cos 2 θ)=cos 4 θ
⇒cos 6 θ−4cos 4 θ+8cos 2 θ=4
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