
Re: What is the antiderivative of 1/(2*sqrt(x)) ?
Posted:
Aug 5, 2013 6:10 AM


On Sunday, August 4, 2013 3:59:11 PM UTC7, smn wrote: > There is initially no f. You are given a function in your case g(x)=1/(2*sqrt(x)) which has natural real domain (ie largest) the set of all positive reals. Whatever you choose to be the domain of g ,Antiderivative means a function f with f'=g on this domain. So for your g .f(x)= sqrt(x) for all x>0 ,in other words domain f is the set of all positive reals.smn
sorry ,I meant Reals not integers in the original post.

