Suggested: cos5x - cos5x=16cos^5x-20cos^3x+5cosx - cos5x integral - cos5x+cos4x/1-2cos3x - cos 5x dx - sin5x-2sin3x+sinx/cos5x-cosx=tanx - sin7x+sin5x+sin9x+sin3x/cos7x+cos5x+cos9x+cos3x=tan6x - sin5x+sin3x/cos5x+cos3x=tan4x - cos9x-cos5x/sin17x-sin3x=-sin2x/cos10x - cos7x+cos5x/sin7x-sin5x=cotx - prove that sin5x+sin3x/cos5x+cos3x=tan4x - cos6x+6cos4x+15cos2x+10/cos5x+5cos3x+10cosx - integrate cos5x+cos4x/1-2cos3x - sinx+sin3x+sin5x/cosx+cos3x+cos5x=tan3x - cos5x Browse related:
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