Suggested: cos2x=sinx - cos2x/(sinx+cosx)^2 - cos2x-sinx=0 - integration cos2x/(sinx+cosx)^2 - sin2x-cos2x=sinx-cosx - sinx+sin3x+sin5x+sin7x=4 cos x cos2x sin4x - prove that sinx+sin3x+sin5x+sin7x=4 cosx cos2x sin4x - sinx+sin2x=1 then cos2x+cos4x= - sinx/1+cos2x integration - find maximum and minimum value of sinx+cos2x - sinx-sin3x/sin2x-cos2x=sin2x - cos4x sin3x-cos2x sin x/sin4x sinx+cos6x cosx - sinx+sin2x/1+cosx+cos2x=tan x - evaluate sinx/1+cos2x - cos2x=sinx Browse related:
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