solve :expansion of sinntita
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We have the following general formulas:
{\sin(n\theta) = \displaystyle \sum_{r=0 \atop 2r+1 \leq n} (-1)^r \binom{n}{2r+1} \cos^{n-2r-1}(\theta) \sin^{2r+1}(\theta)}sin(nθ)=
2r+1≤n
r=0
∑
(−1)
r
(
2r+1
n
)cos
n−2r−1
(θ)sin
2r+1
(θ)
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