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Pranav
Well-known member
- Nov 4, 2013
- 428
This is not a homework problem but something I saw on an another forum. Though the actual problem doesn't require the integral but I am interested to know if it possible to evaluate it.
The indefinite integral cannot be found in terms of elementary functions but is it possible to evaluate:
$$\int_{0}^{\sqrt{\pi}/2} \tan(x^2)dx$$
? (or with different limits?)
I couldn't find anything over the internet and I don't have any idea about the definite integral.
Any help is appreciated. Thanks!
The indefinite integral cannot be found in terms of elementary functions but is it possible to evaluate:
$$\int_{0}^{\sqrt{\pi}/2} \tan(x^2)dx$$
? (or with different limits?)
I couldn't find anything over the internet and I don't have any idea about the definite integral.
Any help is appreciated. Thanks!
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