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Verify That the Equation Is an Identity cos(α+β)cosαsinβ=cotβtanα\frac { \cos ( \alpha + \beta ) } { \cos \alpha \sin \beta } = \cot \beta - \tan \alpha

Question 94

Essay

Verify that the equation is an identity.
- cos(α+β)cosαsinβ=cotβtanα\frac { \cos ( \alpha + \beta ) } { \cos \alpha \sin \beta } = \cot \beta - \tan \alpha

Correct Answer:

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Verified

\[\begin{array} { l }
\frac { \cos ( \a...

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