Hi, I am sure this is simple stuff. I am stuck trying to solve this integral:(adsbygoogle = window.adsbygoogle || []).push({});

[tex]

\[

e^{\int_{a}^{b} C\left(\frac{dlogH(x)}{dx}\right)^{1-\sigma}dx}\]

[/tex]

I know I can get rid of the integral where there is a derivative and also get rid of the exponent with the log function - but not too sure what to do with the sigma?

Here is my attempt at a solution:

[tex]

\[

=e^{C\int_{a}^{b}\left(\frac{dlogH(s)}{ds}\right)^{-\sigma}ds}\frac{H(a)}{H(b)}\]][/tex]

Any help would be appreciated.

PS this is not a HW question:).

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# Help with simple integral

Can you offer guidance or do you also need help?

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