
Re: What is the antiderivative of 1/(2*sqrt(x)) ?
Posted:
Aug 16, 2013 5:35 PM


In article <284ef2c6bf84477eb0c9102889243f8f@googlegroups.com>, G Patel <gaya.patel@gmail.com> wrote:
> What is the antiderivative of 1/(2*sqrt(x)) ? > > Is it, sqrt(x) in its entirety, or sqrt(x), x>0 ? > > That is, say f had domain X and f' has domain Y, a strict subset of X. > Do we consider the original f as the antiderivative of f', or is the > antiderivative the restriction of f to Y?
* And for extra credit:
y = x^x
In the righthalf plane it is wellbehaved.
What does it look like in the lefthalf plane?
earle *

