∫sin8x−cos8x1−2sin2xcos2xdx is equal to
12sin2x+C
−12sin2x+C
−12sinx+C
−sin2x+C
∫sin8x−cos8x1−2sin2xcos2xdx=∫sin2x−cos2xsin2x+cos4x1−2sin2xcos2x=∫−cos2xdx=−12sin2x+C