0000:00:00:00:00Start33Number 33ExplanationThe result of ∫(2sin2x−3cosx)dx=....\int (2\sin 2x - 3\cos x) dx = ....∫(2sin2x−3cosx)dx=....2cos2x−3sinx+C2\cos 2x - 3\sin x + C2cos2x−3sinx+C−2cos2x+3sinx+C-2\cos 2x + 3\sin x + C−2cos2x+3sinx+C−2cos2x−3sinx+C-2\cos 2x - 3\sin x + C−2cos2x−3sinx+C−cos2x−3sinx+C-\cos 2x - 3\sin x + C−cos2x−3sinx+Ccos2x+3sinx+C\cos 2x + 3\sin x + Ccos2x+3sinx+C
33Number 33ExplanationThe result of ∫(2sin2x−3cosx)dx=....\int (2\sin 2x - 3\cos x) dx = ....∫(2sin2x−3cosx)dx=....2cos2x−3sinx+C2\cos 2x - 3\sin x + C2cos2x−3sinx+C−2cos2x+3sinx+C-2\cos 2x + 3\sin x + C−2cos2x+3sinx+C−2cos2x−3sinx+C-2\cos 2x - 3\sin x + C−2cos2x−3sinx+C−cos2x−3sinx+C-\cos 2x - 3\sin x + C−cos2x−3sinx+Ccos2x+3sinx+C\cos 2x + 3\sin x + Ccos2x+3sinx+C
