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Complete the Identity sin(α+β)cos(αβ)=\sin ( \alpha + \beta ) \cos ( \alpha - \beta ) =

Question 55

Multiple Choice

Complete the identity.
- sin(α+β) cos(αβ) =\sin ( \alpha + \beta ) \cos ( \alpha - \beta ) = ?


A) sinαcosαsinαcosβ+sinβcosα+sinβcosβ\sin \alpha \cos \alpha - \sin \alpha \cos \beta + \sin \beta \cos \alpha + \sin \beta \cos \beta
B) sin2αcos2βsin2βcos2α\sin ^ { 2 } \alpha \cos ^ { 2 } \beta - \sin ^ { 2 } \beta \cos ^ { 2 } \alpha
C) sinαcosα+sinβcosβ\sin \alpha \cos \alpha + \sin \beta \cos \beta
D) sin2αcos2β\sin ^ { 2 } \alpha - \cos ^ { 2 } \beta

Correct Answer:

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