Evaluate the ∫sin³ θ cos θdθ
∫sin3θcosθdθ=∫sin3θd(sinθ)=14sin4θ+C\int\sin^3\theta\cos\theta d\theta=\int\sin^3\theta d(\sin\theta)=\frac{1}{4}\sin^4\theta+C∫sin3θcosθdθ=∫sin3θd(sinθ)=41sin4θ+C
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