- Thread starter
- #1

#### Barioth

##### Member

- Jan 17, 2013

- 52

Hi everyone I have these 2 integrate that I can't solve, I have tried them with mathematica and wolfram, but they can't find an answer, maybe someone have an idea on how I could tackle these 2 bad boy!

The first one is

\(\displaystyle \int{ \sqrt{ \frac{1+( \frac{1}{10}+ \frac{s}{25})^2}{ \frac {s}{10}+ \frac{s^2}{50}}}}ds \)

The second one is

\(\displaystyle \int{ \sqrt{ \frac{1+ \frac{4}{625}(-5+s)^2}{ 1-\frac{1}{25}(-5+s)^2}}}ds \)

Edit: Corrected my Latex

Thanks for tacking a look!

The first one is

\(\displaystyle \int{ \sqrt{ \frac{1+( \frac{1}{10}+ \frac{s}{25})^2}{ \frac {s}{10}+ \frac{s^2}{50}}}}ds \)

The second one is

\(\displaystyle \int{ \sqrt{ \frac{1+ \frac{4}{625}(-5+s)^2}{ 1-\frac{1}{25}(-5+s)^2}}}ds \)

Edit: Corrected my Latex

Thanks for tacking a look!

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