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  1. if some told you that 1 = .999999999999999999999999999999999999999999999999999999999999999999999999999999999999 into infinity, would you believe them? Of course not, that's impossible right! not so fast there partner. lets look at this: So. 1-.999=.001 right? right. but what happens when the nines are infinitely reoccuring? (that's a lot of nines!) well.. I dont have infinity room, and i have no overbar, so imagine the following ten digits as infinite. 1 - .99999999999999(infinity) -------------------------------------- 0.000000000000000(infinity) So! we have realized that if the 9s never end, the zeros never end. if the zeros never end, then you can never place the 1 at the end as a remainder. if there is no remainder then the number remains 0.000000000 infinitely, which also equal 0. So! what does that mean? well lets see here.. 1 - .9infinity= zero infinity = zero . 1 minus zero equals 1 thus .999999 infinity equals 1 perfectly. not as in super duper ultra close to 1, but rather that it EXACTLY equals 1. mathematicians know of several ways of numerically writing many numbers, but this is hands down the most mindf***ing one of them all in my opinion. I mean, how was that even possible?
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