Impossible Math Problem - Search Videos

IMPOSSIBLE Math Olympiad Problem Solved with Modular Arithmetic

YouTubeSuper School

IMPOSSIBLE Math Olympiad Problem Solved with Modular Arithmetic

This Math Olympiad problem asks us to prove that 19 divides 2^(6k+2) + 3 for ALL non-negative integers k - seemingly impossible! But there's a beautiful one-line solution using modular arithmetic cycles and Fermat's Little Theorem. Watch how we combine different modular patterns to crack this elegant proof that would stump most mathematicians ...

65 views1 month ago

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