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Question Number 159568 by HongKing last updated on 18/Nov/21

Find:  𝛀 = ∫ sin^2 (x) ∙ cos(x) dx

Find:Ω=sin2(x)cos(x)dx

Commented by HongKing last updated on 18/Nov/21

Sorry this example came by mistake

Sorrythisexamplecamebymistake

Answered by puissant last updated on 18/Nov/21

Ω=∫cos(x)sin^2 (x)dx = (1/3)sin^3 (x)+C

Ω=cos(x)sin2(x)dx=13sin3(x)+C

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