But .999... doesn't exist in the same respect as 1
Originally posted by: MadRat
[ I]Originally posted by: RossGr[/i]
Matrat are you tottal blind? Or can you simply not read?
My final result DOES NOT RELY ON .99... + or - any thing! It shows that .999.... is standwitched between 1 and ANY NUMBER added to or subtracted from 1. There is ONLY 1 number for which this can be possibly true, 1. I have shown that .999..... satisfies this conditon.
I have shown that ANY number added to .999.... results in a number bigger then 1. I did not specify anything other then the fact that it is greater, are you arguing with that?
But .999... doesn't exist in the same respect as 1 so its impossible to find the difference. If they were comparable then you could add the difference of 1 and .999... back to .999... to make 1 again. However, since you cannot even agree that ".999..." does end in a 9 at the infinite spot then how can you even begin to understand your fallacy?
When you subtract 99 from 100 there is a remainder of 1. We subtract from the righthand column first, taking a 9 from a 0. This isn't possible so we steal something from the 10^1 digit to the left of the rightermost "0". In this case its another 0! So we take the "1" from the 10^2 column and turn it into a zero, the 10^1 value now becomes a "9" and the 10^0 value becomes a "10". Nine from 10 results in a remainder of 1! So 100-99=1.
We can also do this with 1-.999... to deduce that the answer is a remainder of 1 at the point of the infinite (10^-n, n=infinity) decimal place. There is no universally recognized symbol for this value, nor can mathematically trained individuals like yourself even relate to the simplicity of its definition. Just as .999... would be the point theoretically closest to 1 without reaching it, .000...r1 would be the point closest to null without reaching zero. Somewhere in the last two decades the translation of infinity turned into a meaning ripe of counter-intuition. Just because it sounds good to say ".999... should be 1" doesn't mean it is remotely true.
Originally posted by: MadRat
But philosophy does prove that .999... either does not exist or if it does then it is not equal to 1.
Originally posted by: josphII
Originally posted by: MadRat
But philosophy does prove that .999... either does not exist or if it does then it is not equal to 1.
this might be the stupidest post in this whole thread. actually i take it back but its up there.
if it does then it is not equal to 1??? what horsecrap! and fyi philosophy never proves anything
Originally posted by: RossGr
I have never seen Emanual Kant, therefore you cannot use his thoughts in an disscussion, he does not exist, his words mean nothing.
Originally posted by: MadRat
Originally posted by: RossGr
I have never seen Emanual Kant, therefore you cannot use his thoughts in an disscussion, he does not exist, his words mean nothing.
Which seems to sum up pretty much the way you see the rest of the world when you try to exclude people by using your credentials.
You might find your credentials are but petty to your peers if you put them out there for the rest of the world to jeer at.
Originally posted by: RossGr
I say you have only had a basic course in calculus because that is the level of misunderstanding that you are displaying.
Originally posted by: bleeb
forget all this math crap and become a retarded porn star
1. I have learned that in the approximately twenty years since I graduated from college that RossGr has found the finite value that infinity represents.
Text2. I have learned that calculus is no longer based on approximations it is now able to find exact "limits" (note limits are no longer approximations see number 1.)
It most definitely is not. Zero point something is not integer one.Is 1 = 0.9999...?
Originally posted by: RossGr
1. I have learned that in the approximately twenty years since I graduated from college that RossGr has found the finite value that infinity represents.
And just where have I done this?
This is really begining to sound like an engineer.
Text2. I have learned that calculus is no longer based on approximations it is now able to find exact "limits" (note limits are no longer approximations see number 1.)
so you cannot comphrend that the symbol .99.... does not represent a limit? This is something you need to deal with, the error is yours not mine.
And you don't comprehend that it 0.9999... has no meaning. We can give it a meaning by finding its limit.