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There is no such thing as two different numbers with no space between them. If there is no difference between two numbers, then it's the same number.

There's an english teacher in my school called Mrs. Selvan who's 60, grossly overweight and has a hairy mole on her cheek.

All singaporeans have very poor grammar. Except me of course Edit: I thought 12 year olds were in grade 6/7?

A sequence tends to something, a number cannot tend to something. The sequence {0.9, 0.99, 0.999, 0.9999,...} tends to 1. But 0.9999999999.... does not.

Plugin.

Quoted for truth.

Lim a->1 (a) obviously equals 1, that's what Lim a->1 means. And a in this case is a variable, not a constant... it's not equal to anything.

The original is banned here :O Too violent I think. I'll see if i can find a good torrent.

1 = 0.99999999.... 1 is not greater than 0.9999999... lim(0.99999....9) does not exist because 0.99999..999 is not a sequence.

It's not, but that does not mean it does not belong it math.

It means infinity is not a real number, not that infinity does not belong in math... NOOOOOOOOOOOOOOOOOOOO 0.00000000000...0000001 does not exist, it violates the archimedean property of the reals (that for every real x there is an integer n such that nx > 1).

It does belong it maths, what makes you say otherwise?

The limit of the series is still 1, not 0.9999999999999....97 You can prove it using construction by dedekind cuts.

A proof that 0.000000000000....n can't even exist... Actually it's not really a proof, it's an immediate consequence of the Archimedean property of the real numbers. Also, 0.000000000...n cannot even be defined, since by definition a decimal number of the form 0.x1x2x3x4x5x6.... is...

There's a proof in my analysis book (that it's not possible), but i'm lazy to type it out.

'tis not.

It's not a flaw in any way.

Link still works for me.

NO There is no final digit. There is no final element in an infinite sequence. You have to let go of your intuitive notions, there is no such thing as a digit that is never "reached".

I wonder if someone can make a mod for co-op :O But then you would need a controller, since I read somewhere that Windows does not support 2 mice.