$$\large\int_{-2}^2 \sin\left(x^5\right)\, e^{(x^8)\sin(x^4)}\,dx$$
I think I should solve it by parts but I'm really confused. It seems as a hard question.
$\int_{-2}^2 \sin\left(x^5\right)\, e^{(x^8)\sin(x^4)}\,dx\;$: integration by parts or substitution?
-6
$\begingroup$
integration
definite-integrals
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0i think there is no Chance to find this integral or you will go on a numerical way – 2017-02-16
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0same exercise sheet? http://math.stackexchange.com/questions/2142105/int-22-sinx5ex8-sinx4-dx – 2017-02-16
1 Answers
1
The integrand is odd, so the answer is $0$.
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0All too easy. (+1) – 2017-02-16