Question: Derive the given equations by letting + = x and = y, which leads to = 1/2(x + y)
Derive the given equations by letting α + β = x and α − β = y, which leads to α = 1/2(x + y) and β = 1/2(x − y). The resulting equations are known as the factor formulas.
Use Eq. (20.16) and the substitutions above to derive the equation
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Data from Eq. (20.16)
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cos x cos y = -2 sin(x + y) sin(x - y) (20.20)
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Starting with the given equation cos x cos y 2 sinxy2 sinxy2 We can use the angle sum and difference ... View full answer
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