If 2cos θ=√3, prove that 3sin θ-4sin3θ=1
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Answer:
2cosθ= √3
⇒cosθ=√3/2
⇒θ=30°
⇒3sinθ−4sin 3
θ=sin3θ[∴sin3θ=3sin3θ−4sin 3⁰]
=sin(3×30°)
=sin90°
=1
Hence, the answer is 1.
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