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Potential difference is what which makes sense. But calculating the potential difference b/w two points and one of them being infinity, where we define potential to be zero, we can actually find the potential at the point. Fine, agreed. Now, how do you define the potential at infinity to be zero. E.g look at this thread: https://www.physicsforums.com/showthread.php?t=79683

The following point made in the post (by Andrew Mason) puzzles me.

http://www.flickr.com/photos/37453425@N07/3522609499/in/photostream/

Apparently, he has put ln(infinity) to be zero to get the solution. I feel that this isn't the right way to define the potential at infinity be zero. ('cos of course ln(infinity) is not zero) The solution, which is right, is also used in Feynman Lectures Vol II Section 14-3.

Am I missing out something here?

The following point made in the post (by Andrew Mason) puzzles me.

http://www.flickr.com/photos/37453425@N07/3522609499/in/photostream/

Apparently, he has put ln(infinity) to be zero to get the solution. I feel that this isn't the right way to define the potential at infinity be zero. ('cos of course ln(infinity) is not zero) The solution, which is right, is also used in Feynman Lectures Vol II Section 14-3.

Am I missing out something here?

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