0.99999~ =1???
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That's what I meant, I have no place in speaking here anyway, I don't like math much xP
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Off Topic 0.99999~ =1???
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Do you think 0.99999~ =1?
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| No, they are quiet different. Obviously. | 24,29% (17) | |
| Yes. | 75,71% (53) |
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That's what I meant, I have no place in speaking here anyway, I don't like math much xP
Urban Dictionary hat geschrieben
Nerdgasm
A moment of intense orgasm-like excitement shared by two nerds over a topic they're both familiar with.
Jimmy had a nerdgasm when Denice mentioned the paradox of infinite sets.
A moment of intense orgasm-like excitement shared by two nerds over a topic they're both familiar with.
Jimmy had a nerdgasm when Denice mentioned the paradox of infinite sets.
0.99999~ isn't the same as 1
Re: 0.99999~ =1???
Ahmad hat geschrieben Urban Dictionary hat geschrieben
Nerdgasm
A moment of intense orgasm-like excitement shared by two nerds over a topic they're both familiar with.
Jimmy had a nerdgasm when Denice mentioned the paradox of infinite sets.
A moment of intense orgasm-like excitement shared by two nerds over a topic they're both familiar with.
Jimmy had a nerdgasm when Denice mentioned the paradox of infinite sets.
Had to come back just to lol that.Eighth time, Where is the damn plus one button.
Admin/Mod Kommentar
Second time - stop commenting on the plus one button.0.99999~ doesn't mean 0.99999. It means 0.<an infinite number of 9 here>. Is it SO hard to understand?
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
Admin/Mod Kommentar
Don't break the template with a huge load of numbers. Obviously Exactly Myself hat geschrieben0.999999999~ is obviously equal to 0.999999999~
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
man we wrote to u at least 3 good proves why o.(9) is equal to 1 and now u say it doesn't?
Navy Seal hat geschrieben Obviously Exactly Myself hat geschrieben0.999999999~ is obviously equal to 0.999999999~
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
man we wrote to u at least 3 good proves why o.(9) is equal to 1 and now u say it doesn't?
I didn't read
Obviously Exactly Myself hat geschrieben Navy Seal hat geschrieben Obviously Exactly Myself hat geschrieben0.999999999~ is obviously equal to 0.999999999~
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
But we just consider it that it is 1.0 because you're not going to write
0.999999999~
in a paper.
But it is still not equal to 1.0
man we wrote to u at least 3 good proves why o.(9) is equal to 1 and now u say it doesn't?
I didn't read
then why do u even post before caring to read at least last 6 posts?
0.99999 = 0.99999
0.99999... = 1 ,
I know because, I didnt beleive this untill last year
But once you really understand what infinty is, this is easy.. Lotus74 hat geschrieben0.99999... = 1
well no one believes in this until they finished at least grade 9-10 and got mark at least "C". At least in my school our teacher explained to us this concept in year 9
(1/9)*9=(0.111111...)*9=0.999999...=1
http://en.wikipedia.org/wiki/0.999...
Obviously Exactly Myself hat geschriebenBut it is still not equal to 1.0
So... then tell, what is the (calculated) difference between both numbers...?
http://www.youtube.com/watch?feature=player_detailpage&v=G_gUE74YVos
This is from a maths professor, so I think he knows a bit more about it than I do.
0.99999~/*2=1, Taken directly from Ancient Greek Texts, symbols mean differently now, but it would seem as if the Greek had figured it out already
Other solutions use the Golden Ratio and Fractions, most of them have already been posted, so i won't be bothering to post my solution
1 - 9.999~ = 0.000~, as there is an infinite number of nines, so there must be an infinite number of zeros before the 1 in the end. As we will never reach that one because there is an infinite number of zeros, we will write 0.