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Old January 6th, 2009, 02:25 PM
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Default Need help with the following trig identity.

Prove this trig identity: cos(x-y) / cos(x)sin(y) = cot(y) + tan(x)

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Old January 6th, 2009, 03:00 PM
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\frac{\cos(x-y)}{\cos(x)\sin(y)}

using \cos(x-y) = \cos(x)\cos(y)+\sin(x)\sin(y),

\frac{\cos(x)\cos(y)+\sin(x)\sin(y))}{\cos(x)\sin(y)} \Rightarrow \frac{\cos(x)\cos(y)}{\cos(x)\sin(y)} + \frac{\sin(x)\sin(y))}{\cos(x)\sin(y)}

I'm sure you can work out the rest
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