- #1

madah12

- 326

- 1

Can any object real or theoretical move with a function x(t) where:

1_ x'(t) is undefined at all points

2_ x'(t) is an indeterminate form at one point

3_ x'(t) is defined at some points but undefined in others

4_ x'(t) have range of complex numbers

5_x'(t) approaches infinity

So can theoretical objects move with theoretical motion with such crazy velocities exists? if the velocity is infinity will an object exist in two places at the same time? can any real astronomic object move with such velocities because of effects of wormholes or black holes? Is it physically impossible within any universe for such motions to exist. If it isn't physically impossible is there a mathematical way to describe such motions?

I know I am asking about stupid stuff but it is just for curiosity.

Thanks for replying.