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Fill in the Blank Using the Word Product, Sum, Quotient sinαcosβ=12[sin(α+β)+sin(αβ)]\sin \alpha \cos \beta = \frac { 1 } { 2 } [ \sin ( \alpha + \beta ) + \sin ( \alpha - \beta ) ]

question 170

Multiple Choice

Fill in the blank using the word product, sum, quotient, or difference.
-The formula sinαcosβ=12[sin(α+β) +sin(αβ) ]\sin \alpha \cos \beta = \frac { 1 } { 2 } [ \sin ( \alpha + \beta ) + \sin ( \alpha - \beta ) ] can be used to change aــــــــــــــ of a sine and a cosine into the ــــــــــ of two sine expressions.

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