Win_odd Dhamnekar
Junior Member
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- Aug 14, 2018
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There exist positive integers A, B, C such that
\[\displaystyle\int_1^\sqrt{2} \frac1x\sqrt{\frac{4*x^2+1}{x^2+1}}dx=\frac1A\pi+\ln{B}-\tan^{-1}C.\]
What is the value of A+B+C?
Solution:-
I don't have any clue to solve this question. I only know the value of this integral is \(0.575038390411.\)
If any member knows the answer to this question, may reply with correct answer.
\[\displaystyle\int_1^\sqrt{2} \frac1x\sqrt{\frac{4*x^2+1}{x^2+1}}dx=\frac1A\pi+\ln{B}-\tan^{-1}C.\]
What is the value of A+B+C?
Solution:-
I don't have any clue to solve this question. I only know the value of this integral is \(0.575038390411.\)
If any member knows the answer to this question, may reply with correct answer.