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Complete the Identity sin⁡θ[sin⁡(2θ)+sin⁡(4θ)]=?\sin \theta [ \sin ( 2 \theta ) + \sin ( 4 \theta ) ] = ?

Question 299

Multiple Choice

Complete the identity.
- sin⁡θ[sin⁡(2θ) +sin⁡(4θ) ]=?\sin \theta [ \sin ( 2 \theta ) + \sin ( 4 \theta ) ] = ?


A) cos⁡θ[cos⁡(2θ) +cos⁡(4θ) ]\cos \theta [ \cos ( 2 \theta ) + \cos ( 4 \theta ) ]
B) 12cos⁡θ[cos⁡(2θ) +cos⁡(4θ) ]\frac { 1 } { 2 } \cos \theta [ \cos ( 2 \theta ) + \cos ( 4 \theta ) ]
C) cos⁡θ[cos⁡(2θ) −cos⁡(4θ) ]\cos \theta [ \cos ( 2 \theta ) - \cos ( 4 \theta ) ]
D) 12cos⁡θ[cos⁡(2θ) −cos⁡(4θ) ]\frac { 1 } { 2 } \cos \theta [ \cos ( 2 \theta ) - \cos ( 4 \theta ) ]

Correct Answer:

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