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cos4xsin4x-




Question Number 7587 by ten last updated on 05/Sep/16
cos4xsin4x
cos4xsin4x
Answered by Rasheed Soomro last updated on 05/Sep/16
cos4xsin4x  cos α sin β=(1/2)[sin(α+β)−sin(α−β)]    cos 4x sin 4x=(1/2)[sin(4x+4x)−sin(4x−4x)]                              =(1/2)sin 8x  Or  cos 4x sin 4x=(1/2)(2cos 4x sin 4x)              2 sin θ cos θ  =sin 2θ                             =(1/2)sin 8x
cos4xsin4xcosαsinβ=(1/2)[sin(α+β)sin(αβ)]cos4xsin4x=(1/2)[sin(4x+4x)sin(4x4x)]=(1/2)sin8xOrcos4xsin4x=(1/2)(2cos4xsin4x)2sinθcosθ=sin2θ=(1/2)sin8x

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