Express sin(3θ)\sin(3\theta)sin(3θ) in terms of sin(θ)\sin(\theta)sin(θ) and cos(θ)\cos(\theta)cos(θ).
3sin(θ)+4sin3(θ)3\sin(\theta) + 4\sin^3(\theta)3sin(θ)+4sin3(θ)
4sin(θ)−3sin3(θ)4\sin(\theta) - 3\sin^3(\theta)4sin(θ)−3sin3(θ)
sin(θ)+2sin3(θ)\sin(\theta) + 2\sin^3(\theta)sin(θ)+2sin3(θ)
3sin(θ)−4sin3(θ)3\sin(\theta) - 4\sin^3(\theta)3sin(θ)−4sin3(θ)