Integration of (sin 2x √ 1- cos 4x) dx

1.	Integration of (sin 2x √ 1- cos 4x) dx
Answer» Step-by-step explanation: Let [math]\displaystyle I = \int \dfrac{\sin^2(X) + \COS^2(x)}{\sqrt{1 + \cos(4X)}} \, DX[/math] As, [ math]\sin^2(x) + ... =(1/√2)integ.dx/cos2x.

Answer»

Step-by-step explanation:

Let [math]\displaystyle I = \int \dfrac{\sin^2(X) + \COS^2(x)}{\sqrt{1 + \cos(4X)}} \, DX[/math] As, [ math]\sin^2(x) + ... =(1/√2)integ.dx/cos2x.

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Integration of (sin 2x √ 1- cos 4x) dx​

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Integration of (sin 2x √ 1- cos 4x) dx