Using my understanding of calculus, I don't understand why line integrals in 3-d space
can give a result > 0. You are following a line and integrating under that line. The line
has some length. But according to my understanding of calculus, it does not have a width.
What is this arbitrary width, and where does it come from?
Thank you
can give a result > 0. You are following a line and integrating under that line. The line
has some length. But according to my understanding of calculus, it does not have a width.
What is this arbitrary width, and where does it come from?
Thank you
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