how to integrate sin 2x

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how to integrate sin 2x Explanation a I sin 1 2x dx Let sin 12x t 2x sint x 1 2sint dx 1 2costdt I 1 2 t costdt u t and v cost Using Integration by Parts I 1 2 tsint sintdt 1 2 tsint cost c I 1 2 tsint 1 sin2t c Subst back t sin 1 2x and sint 2x

Let I intsin 2xcos 4xdx We will use the following Identities to simplify the Integrand 1 2sin 2theta 1 cos2theta 2 2cos 2theta 1 cos2theta Use integration by parts IBP Solution int e 2x sin x dx 2 5e 2x sin x 1 5e 2x cos x C To obtain the formula for IBP we start with the product rule u v u v u v where u and v are functions of x in this case Rearranging u v u v u v Integrating int u v dx u v int u v dx For this integral we are going to set u x sin x and v x e 2x

how to integrate sin 2x

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Ex 7 9 4 Direct Integrate Sin 2x Dx From 0 To Pi 4 Ex 7 9
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Since the derivatives of sin x and cos x are cyclical that is the fourth derivative of each is again sin x and cos x it is easy to determine their integrals by logic The integral and derivative of tan x is more complicated but can be determined by Int e x sin2x dx 1 5e x sin2x 2cos2x C We seek the integral I int e x sin2x dx There is no suitable substitution however We can apply Integration

intsin 2 x dx intfrac d dx x sin 2 x dx xsin 2 x intxfrac d dx sin 2 x dx xsin 2 x intx 2sin x cos x dx Int sin 4 2x dx 3x 8 sin 4x 8 sin 8x 64 C Use the trigonometric identities sin 2 alpha 1 cos2alpha 2 cos 2 alpha 1 cos2alpha 2 to have sin 4 2x

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Use the trigonometric identities cos 2 x 1 2 1 cos 2x sin 2 x 1 2 1 cos 2x to rewrite the denominator in the form p cos 2 x q sin 2 x 1 2 p 1 cos 2x q 1 cos 2x p q 2 p q 2 cos 2x Substitute p q 2 p q 2 cos 2x u Then How do you find the integral of int cos 3x sin 2x dx Calculus Introduction to Integration Integrals of Trigonometric Functions 1 Answer

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how to integrate sin 2x - Int e x sin2x dx 1 5e x sin2x 2cos2x C We seek the integral I int e x sin2x dx There is no suitable substitution however We can apply Integration