Fermat's Last Theorem (Complete)
Uploader Comments (dkahn400)
Top Comments
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@ixcaliber Sorry, that is not a correct statement of the problem. The challenge is to find any 3 whole numbers which, when raised to the same whole number power other than 2, give 3 new numbers, one of which is equal to the sum of the other 2. In other words, find any 4 whole numbers x, y, z and n that fit the equation x^n + y^n = z^n and where n>2 or show that it is impossible. If it were trivial it would not have defeated the world's greatest mathematicians for well over 300 years.
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All Comments (124)
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@DisneyGirlRocks "DisneyGirlRocks ", that name says enough. kthnx
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@DisneyGirlRocks That "guy" at the beginning did what no one else could in four hundred years. His name is one of a few thousand that will be remembered til the end of civilization.
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@edgarmartinez08 you're not raising it to the first power it is already to the first power.
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Don't forget the contribution of the Japanese guys and the man that made a subproof wich could be used in the main proof. Without them Andrew Wiles probably wouldn't have been able to prove this.
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@edgarmartinez08 no way, what I ment was that your suposed proof of Fermat's last theorem is not a mathematical proof since it is not a general proof. e.g If I ask you to prove that (a*b)/2 is greater or equal to sqrt(a*b) with a,b integers you cannot give me an example using a finite number of numbers to prove the inequality, you have to present a general proof... that's what makes Fermat's last theorem so dificult to prove...
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@kajakpaddler92 I could be wrong, but I think you may be utilizing semantics of our limited English language and relying on an oxymoron as a means to draw your conclusion.
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@edgarmartinez08 however that is not a mathematical proof unless you prove it for an infinite number of exponents, which by definition is matehmaticaly impossible...
Where was this video filmed? Also, wasn't the guy at the beginning kind of....NERDY!!!
DisneyGirlRocks 2 weeks ago
@DisneyGirlRocks You think?
dkahn400 2 weeks ago
one (1) is a valid exponent, but only the exponent of two (2) will work for the equation a^2 + b^2 = c^2. If you want, you could play with different exponents to see for yourself that only the exponent of two (2) will work.
edgarmartinez08 1 month ago
@edgarmartinez08 And after an infinite number of trials you will have proved Fermat correct.
dkahn400 1 month ago 8