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integration of cos ((2*pi*a)/x) where limit 0 to a
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i dont believe that integral has a primitive in terms of elementary funtions
what possible substitutions may work?
http://www.wolframalpha.com/input/?i=integrate%5Bcos%282pi+a%2Fx%29%2C%7Bx%2C+0%2C+a%7D%5D put a=1 and 1/x = y, you will get it in terms of sine integral
@experimentX : but then there will be a limit infinity...& can not get a finite result...
if the integration converges then you will have the result.
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