From Fermat's Last Theorem (for n = 3)

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Raulico Vlog

Published on Premiered Aug 28, 2021
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This video addresses the particular case of Fermat's Theorem for n = 3, with concrete material, with the intention of making it closer to the majority of people, that is, so that the culture of complicated subjects can reach many people. It shows that Fermat's Theorem is fulfilled for n = 3, which is the case of cubes, in other words: a cube cannot be decomposed into two cubes, contrary to what the Pythagorean Theorem says, that a square can be decomposed into two squares.

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