Question: Evaluate 0163cos58xdx.Rewrite the given integral in a form that does not involve a power of cosine higher than 1. Choose the correct answer below.A.0163(1cos8x)4sin8xdxC.0163(1-sin8x)4cos8xdxE.0163(1sin8x)4cos8xdx/16B.03(1-cos8x)4sin8xdx -16D.03(1sin28x)2cos8xdxF.0163(1-sin28x)2cos8xdxUse

Evaluate 0163cos58xdx.Rewrite the given integral in a form that does not involve a power of cosine higher than 1. Choose the correct answer below.A.0163(1cos8x)4sin8xdxC.0163(1-sin8x)4cos8xdxE.0163(1sin8x)4cos8xdx/16B.03(1-cos8x)4sin8xdx -16D.03(1sin28x)2cos8xdxF.0163(1-sin28x)2cos8xdxUse a change of variables to evaluate the integral. What is the best choice for u in the change of variables?A.u=8xB.u=18cos8xC.u=18sin8xD.u=cos8xE.u=sin8xRewrite the integral found above using this change of variables.01duEvaluate the given definite integral.0163cos58xdx=

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