SOLUTION: The formula: cos α - cos β = -2 sin(α+β/2)sin(α-β/2) can be used to change a ___________ of two cosines into the ___________ ___ of two sine ex

Algebra ->  Trigonometry-basics -> SOLUTION: The formula: cos α - cos β = -2 sin(α+β/2)sin(α-β/2) can be used to change a ___________ of two cosines into the ___________ ___ of two sine ex      Log On


   



Question 806253: The formula:
cos α - cos β = -2 sin(α+β/2)sin(α-β/2)
can be used to change a ____________ of two cosines into the _______________ of two sine expressions.

Answer by oscargut(2103) About Me  (Show Source):
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Answer:
substraction
product

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