All numbers are equal to zero?

[TrappedTime]

Oh thanks.

[Worst_master]

Oh thanks.

Thanks waht?

Yah, it is, because the ∞ is a random number.
We set ∞ as Y.

X/Y is not = 0

We set it as 2
X (1) /2=0.5

We set it as 4
X (1) /4=0.25

This will get smaller and smaller, but it will end one time, just know it is not 0,because the ∞ is a random number. A random number=a number, 1/ a number will get a smaller number, but it will never get 0.

Hey, is this correct? I am not so think so, but I sure it will not too bad.....

[MICrophone]

If I understand what you are trying to say, yes. Infinity can be applied to numbers increasing forever or decreasing forever via the division process you used w_m.

[Worst_master]

If I understand what you are trying to say, yes. Infinity can be applied to numbers increasing forever or decreasing forever via the division process you used w_m.

Well, but is that decreasing forever=0? I think not, it is just a very small number, smaller than smallest. Nothing smaller than it, no number can show this number.
But, is that really=0?

[MICrophone]

No, as far as I'm aware.

[YoshiKid54]

Numbers will equal zero if a multiplication sum has a zero on it, no matter what.

[Worst_master]

Numbers will equal zero if a multiplication sum has a zero on it, no matter what.

I knwo, like 100*0=0
But that doesn't mean all number equal to zero, you just add the zero to make it to zero.
Suyo may edit his post, again, 1/a random number (∞) isn't 0.

Spoiler: show

Sorry about a lot of post from me, sorry, but I like mathmatics.