integration of e 2x sin4x 2 1 cos4x Enter a function and get its integral or antiderivative with steps and graphs The calculator supports definite and indefinite integrals many variables and common integration techniques
Integration of e 2x sin4x 2 1 cos4x Evaluate sin4x 2 1 cos4x e 2x dxintegrate sin4x 2 1 cos4x e 2x dxint e2x sin 4x 2 1 cos4x Integral of e 2x sin4x 2 1 cos4x Asked by 09 Oct 2012 00 44 AM Expert Answer Answered by 09 Oct 2012 11 53 AM Concept Videos Introduction to Integration
integration of e 2x sin4x 2 1 cos4x
integration of e 2x sin4x 2 1 cos4x
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To find int e 2x sin4x dx we can let u e 2x and dv sin4x dx which implies du 2e 2x dx and v frac 1 4 cos4x Therefore begin align int e 2x sin4x dx Free integral calculator solve indefinite definite and multiple integrals with all the steps Type in any integral to get the solution steps and graph
Mathematics Question e2x sin4x 2 1 cos4x dx Solution Verified by Toppr I 2 sin4x 2 1 sin4x dx 2x t dt dx 2 I 1 2 et sin2t 2 1 cos2t dt by sin2t 2sintcost 1 cos2t Solution Let I Let I e x sin 4 x 4 1 cos 4 x d x e x 2 sin 2 x cos 2 x 2 sin 2 2 x 4 2 sin 2 2 x d x 2 e x cot 2 x 2 c o s e c 2 2 x d x Here cot Here f x cot 2 x 2 f
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How do you find the integral of e2x cos 4xdx Calculus Techniques of Integration Integration by Parts 1 Answer Jim H Oct 10 2015 Integrate by parts twice using u e2x View Full Answer Pradeep Ch answered this I e 2x sin4x 2 1 cos4x dx 2x t dx dt 2 I 1 2 e t sin2t 2 1 cos2t dt now apply the formula sin2t
Solution steps e 2xcos 4x dx Apply Integration By Parts 41e 2xsin 4x 21e 2xsin 4x dx 41e 2xsin 4x 21e 2xsin 4x dx Take the constant out a f x dx a f x dx So sin 2 x cos 4x sin 2 1 2 sin 2 2x sin 2 1 2 1 2 sin 2 x 2 8 sin 6 x 8 sin 4 x sin 2 x By Reduction Formula The integral can be easily solved Share
Integration Of 1 sin 4x cos 4x Integral Of 1 sin 4x cos 4x Dx
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integration of e 2x sin4x 2 1 cos4x - Solution steps e4xsin 2x dx Apply Integration By Parts 21e4xcos 2x 2e4x cos 2x dx 21e4xcos 2x 2e4xcos 2x dx Take the constant out a f x dx a f x dx