Is 0.999... = 1?

is 0.999... = 1?

Assuming the remainder is infinitely occurring, Yes

No, .999 repeating will approach 1 but will never be, otherwise we would say 1

Yes

That's retarded, and doesn't day it equals 1.
All that says is 0.9/0.9=1
2/2=1, it doesn't mean 2=1

You made a little mistake there buddy

If the remainder's infinite, then it does, at least asymptotically.

Better?

0.999 = x
10 x = 9.999
10x - x = 9.999 - .999
10x - x = 9
x(10-1)=9
x(9)=9

=>
x = 1

That's even worse you idiot.

I think you're the idiot here. It's fucking simple.

If 1/9 = 0.1...
Then 9/9 = 0.9...

dumb bait but here is a simple proof any idiot can understand.
there is no number > 0.999... and < 1 so they are the same number.

But that clearly not correct you dummy
>if 1/9=0.1
It doesnt

I would say that there is no quantifiable difference but they are still not the same number because fuck you you're over thinking it

If you're gonna bait, don't use something as well understood as math

No, but 0.9repeating is. I forget the proof for it though

Not at all. Would you rather have .999 babies or 1 baby. It'll never be the same and that baby will always be missing a toe

Shit, didn't see the ...
I'm a retard

1/3 = 0.333¯
2/3 = 0.666¯
3/3 = ????

It's a stupid topic that's misused by idiots who know nothing about math.

>this

Wut

Any understanding of math says that 0.999...=/=1

That's a statement, not a question, and it is incorrect