by Edward E. Rochon
I use two improper integrals, (1/x), (1/x2)[sq of x] to show the absurdity of employing infinity in math. By rejecting number continuums, curves are shown to be incremental. Therefore, definite values approaching asymptotes must meet, fall short, or cross the axis at some finite point. Infinite areas (sic) exceed the parameters of the equation. Curves fall short, cross or run parallel to the axes.