Sin6+sin12+sin18+.... +sin90=
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Answer:
sin3θ=3sinθ-4(sinθ) ^3
=-4sinθ{(sinθ) ^2-3/4}
=-4sinθsin(θ+60°)sin(θ-60°)
cos3
cos3θ=4sin(90°-θ)sin(30°-θ)sin(30°-θ)
sin6θ=2sin3θcos3θ
=32sinθsin(30°-θ) sin(30°+θ) sin(60°-θ) sin(60°+θ)sin(90°-θ)
Step-by-step explanation:
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