Difference between revisions of "User:Mikechen"

Latest revision as of 18:54, 30 October 2015

wait darn hi peoplezzzzzzz same

wait darn trash cans are tasty same

wait darn red 2 here red 1 go to 5421 same

wait darn gabriel is from france same

wait darn look down the balcony same

wait darn ur pro same

wait darn elmo meeting on the fourth floor same

wait darn dont use nuclear weapons on a bird same

wait darn you will fly off the balcony same

wait darn this is trivial i solved it in ten seconds same

wait darn elsmo same

wait darn aj sweep same

wait darn we shall solve this geo in the ring R[i] same

wait darn tst-1 same

wait darn wait darn wait darn 8/7 same

wait darn ur cute same

wait darn aj love same

wait darn same

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same

WAIT DARN OOPS IM FAT

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Difference between revisions of "User:Mikechen"

Latest revision as of 18:54, 30 October 2015

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-'''Proof of the Trashcan Theorem'''
+wait darn hi peoplezzzzzzz same
-The Theorem of Mathematical Correctness (TMC) states that people who are better at math are more likely to be correct in a math problem than a person who is not as good at math.
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-The math problem we are currently faced with is this:
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-Determine which of the following is greater:
-) trashcan
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-) banana
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-mikechen argues that trashcan is greater, while Iamteehee thinks banana is greater. Since this is a math problem, we can use the TMC to determine who is more likely to be correct.
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-The only practical way to measure how good a person is at math is contest results. When both people are exceptionally good at math, results on standardized tests are completely useless. FTW rating has been proven to be too unreliable, and Alcumus can easily be cheated on. We see that mikechen got first in the State Mathcounts competitions this year, while Iamteehee got 6th. Also, mikechen's USAJMO index is 231, while Iamteehee's is 0. So, we know that mikechen is generally better at math than Iamteehee, which means that by TMC, mikechen is more likely to be correct in this problem than Iamteehee. Thus, the probability that trashcan > banana is more than 50%, so trashcan is expected to be greater than banana. If an object A is expected to be greater than an object B, then object A must be generally better than object B. Thus, trashcan is generally better than banana. Since we only need something to be "generally better" than another for it to be greater, we can now reach our final conclusion:
+wait darn elmo meeting on the fourth floor same
-'''Thus, we have trashcan > banana, as desired.'''
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-This is the trashcan theorem. Q. E. D.
+wait darn you will fly off the balcony same
+wait darn this is trivial i solved it in ten seconds same
+wait darn elsmo same
+wait darn aj sweep same
+wait darn we shall solve this geo in the ring R[i] same
+wait darn tst-1 same
+wait darn wait darn wait darn 8/7 same
+wait darn ur cute same
+wait darn aj love same
+wait darn same
+wait darn
+wait darn
+wait darn
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+same
+WAIT DARN OOPS IM FAT