If H is positive infinite then, surprisingly, is infinitesimal. This is shown using an algebraic trick. The numbers H + 1, H - 1, and their square roots are positive infinite, and thus the sum + is positive infinite. Therefore the quotient a finite number divided by an infinite number, is infinitesimal.
If H is positive infinite then, surprisingly,
is infinitesimal.
This is shown using an algebraic trick.
The numbers H + 1, H - 1, and their square roots are positive infinite, and thus the sum + is positive infinite. Therefore the quotient
a finite number divided by an infinite number, is infinitesimal.