Please help me to sole the following..

Thank you very much..

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- August 18th 2013, 08:14 AMkjchauhanDouble Integral
Please help me to sole the following..

Thank you very much.. - August 18th 2013, 12:06 PMHallsofIvyRe: Double Integral
The first thing you should do is use properties of logarithms to write the integrand as . then change to polar coordinates so that and . The integral become . Can you do that?

- August 18th 2013, 07:59 PMkjchauhanRe: Double Integral
Thank you very much.

- August 18th 2013, 10:14 PMkjchauhanRe: Double Integral
I got the answer

Is it correct? - August 19th 2013, 12:38 AMProve ItRe: Double Integral
What are your bounds? Or what is your region you're integrating over?

- August 19th 2013, 07:20 AMHallsofIvyRe: Double Integral
ProveIt: The final integral has both x and y in it, as well as two "constants of integration" so there are no bounds- this is an "indefinite integral".

kjchauhan, I have not calculated it myself but that looks good.