Home » Ask & Discuss » Mathematics. » Analytical Geometry « Back to Discussion
Analytical Geometry
Comments (3)
7 Feb 2012 19:44:51 IST
Like
0 people liked this
It cannot be evaluated in terms of functions already known to us.
We do not know the anti-derivative of the integrand.
So we define a function called elliptical integral of second kind:-the anti-derivative of the integrand.
There are other such functions too like.
= Sine integral (x)
The function "sine integral" on differentiating gives sin(x) / x













It cannot be evaluated..it is called elliptical integral of second kind.
See:
http://www.ebyte.it/library/docs/math05a/EllipseCircumference05.html