CBSE

MATHEMATICS · Single correct · CBSE · Mathematics · Integrals · Integrals

Problem

If ∫(sin⁡3θ+sin⁡θ)esin⁡θcos⁡θdθ=(Asin⁡3θ+Bcos⁡2θ+Csin⁡θ+Dcos⁡θ+E)esin⁡θ+F\int (\sin 3\theta + \sin \theta) e^{\sin \theta} \cos \theta d\theta = (A \sin^3 \theta + B \cos^2 \theta + C \sin \theta + D \cos \theta + E) e^{\sin \theta} + F , then (1) A=−4,B=12A = -4, B = 12 (2) A=−4,B=−12A = -4, B = -12 (3) A=4,B=12A = 4, B = 12 (4) A=4,B=−12A = 4, B = -12

Related theory

Browse the problem library