Spencer278
Diamond Member
- Oct 11, 2002
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Originally posted by: MAME
Originally posted by: Spencer278
Originally posted by: MAME
Originally posted by: Hector13
Originally posted by: bleeb
Originally posted by: Joker81
they prove you that .9999 = 1 but infact it isn't because the proofs are based on mathmatical functions. Which infact they are proving that these functions fail at certain levels in math. So in theory I shouldn't have to take my math classes because the mathematical functions are obviously not correct.
if .9999999 repeat exists doesn't .00000repeat(1) also exist.
With that said, if 0.000000....1 exists, then this means there is a number that is the difference of 1 - 0.9999...., which then therefore proves that 0.9999.... != 1. PROVING ALL ALONG WHAT I SAID that 0.9999... != 1.
so of .0000...1 exists, you are claiming the number line is quantized and not continous? In that case, what is .00...1 / 2?
Very good Hector. That pretty much proves .000...1 does nto exist
No that just proves that .000...1/2 is equal to .0000...1.
What the hell?
Lets say you have .000...1 of an object (even though the number doesn't exist, but we'll say it does for your sake), lets say it's rice.
So now you take half of the rice away. You claim that when you take half of the rice away, you will still have the same amount?
How can you be serious? That makes no sense at all.
God this thread makes me want to cry
It only makes sense if .0000...1 is equal to 0.