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Integral with a squareroot in it

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Kibrika

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PostPosted: Thu Jan 01, 2009 7:27 am


User Image - Blocked by "Display Image" Settings. Click to show.(both R and x under the root are squared)
I think it needs to use partial differentiation where Iudv = uv - Ivdu, but I can't figure out what to use for u and what for v.
Can anyone help?
PostPosted: Mon Jan 19, 2009 11:00 pm


I have almost found the answer. The sqareroot came from finding the hight of a right triangle. I just have to find it using cosine and sine and I'll be ok, that'll be a solvable integral.

Kibrika

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Kibrika

Invisible Elder

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PostPosted: Sat Mar 07, 2009 1:18 pm


Nop, that was not it. It required a trigonometric substitution.
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