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*dreamenddischarger.ogg* Prove or disprove that 0.999... = 1. You can't prove it, right? There is a tiny difference between 0.999... and 1. That difference can make 2+251| It's magic! Exam: Me: It's impossible to have 2+2=5! I swear on mathematics that the tiny difference must NOT exist ! We must have 0.999... = 1. God damn it, how can I prove this? How about 0.999... can be represented byrthe infinite series 0.9 + 0.09 + 0.009 + ... Come! the rule of Infinite Series!! Let it be known that the series 0.9 + 0.09 + 0.009 + ... converges to 1 and therefore we must have 0.999... = 1 %3D You naive! There series might converge to multiple limits. Unless you prove that the limit is unique with the red truth, you cannot assert that, 0.999... = 1! Come Topology! Finish the damn witch! Finish the exam!! Let It be know that the real line is a Hausdorff space. Therefore, the limit must be unique. This proves that 0.999... = 1! Checkmąte!!

+1

My math exams have been VERY exciting since I met Umineko.


Uploaded by Mew seeker Mar 14, 2020 at 03:58PM EDT

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Origin Entry: Higurashi No Naku Koro Ni / When They Cry Series

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Uploaded Mar 14, 2020 at 03:58PM EDT

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Higurashi No Naku Koro Ni / When They Cry Series

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Posted by fumitsu on reddit

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erika, beatrice, umineko, dlanor

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