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三角恒等式

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青青子衿 posted 2014-1-31 18:31 |Read mode
求证:
\[\sum_{i=1}^n3^{i-1}\sin^3\frac{\theta}{3^i}=\frac{3^n\sin\frac{\theta}{3^n}-\sin\theta}{4}\]

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其妙 posted 2014-2-3 14:06
回复 1# 青青子衿
求导?

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wzxsjz posted 2014-2-3 18:27
Last edited by wzxsjz 2014-2-3 18:50$\sin3x=3\sin x-4\sin^3x$

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其妙 posted 2014-2-3 18:41
Last edited by 其妙 2014-2-3 20:56回复 4# wzxsjz
不错!$4\sin^3x=3\sin x-\sin3x$

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$\LaTeX$ formula tutorial

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