Re: Integration of 0



In article <TDbKe.1030$yH2.116849@xxxxxxxxxxxxxxxxxxxxx>,
"Kevin Long" <supermax120@xxxxxxxxxxxxxxxxxx> wrote:

> > In indefinite integraion,
> >
> > (*) integral 0 dx = constant.
> >
> > But by the property of integration,
> >
> > (**) integral 0 dx = integral (0 product 1) dx = 0 product (integral 1
> > dx) = 0.
> >
> > Why are (*) and (**) different?
> >
>
> That has to of been the stupidest post I have ever seen!

It is my duty to inform you that your post is far more stupid.
.



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