Author:  timray60 [ 08 Jan 2009, 12:33 ]
Post subject:  Exercise [12.10]

Sameed
Here is the problem. I can't type the question adequately so I will add it to the attached.
Thanks for any help.

 Attachments: File comment: Problem 12.10 Excercise 12.10.doc [22.5 KiB] Downloaded 219 times

 Author: DimBulb [ 31 Jul 2009, 17:03 ] Post subject: Re: Exercise [12.10] timray60,I did not see your solution to this exercise before I commenced my own. (I sorted the posts by subject, and because the "paper clip" sorts at the bottom I missed it)Thanks for your explanation why is equivalent to .I have a problem with your substitution of limits of to . I see how it is correct, because you have this ray or half line from the to that you are integrating over to cover the whole plane. However, I don't see how you are getting there from your math. Could you look at my solution and tell me if you think I am wrong the way I do it?

 Author: DimBulb [ 31 Jul 2009, 23:01 ] Post subject: Re: Exercise [12.10] Correction, I missed this solution because it is in the Exercise discussion forum, not Solutions.

 Author: vampirbiber [ 22 May 2010, 15:11 ] Post subject: Re: Exercise [12.10] Hi, I do have a question to this exercise, more precisely is this correct? with and follows: and now inserting this into the wedge product: because and are orthogonal their wedge product is a "normal" productthanks vb

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