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Category Archives: mathématiques
Fields Medal Typo
“The Fields Medal was designed in 1933. In the front of the medal we can see a portrait of Archimedes a quote and the date in Roman numerals. If you look closer you will notice that there seems to be a typo in the date: MCNXXXIII instead of MCMXXXIII”
FUN FACT
The Fields Medal was designed in 1933. In the front of the medal we can see a portrait of Archimedes a quote and the date in Roman numerals. If you look closer you will notice that there seems to be a typo in the date: MCNXXXIII instead of MCMXXXIII 🧐 pic.twitter.com/IaYMgjFan9
— Fermat's Library (@fermatslibrary) December 6, 2018
That rectangle does look like a Tedison
That rectangle does look like a Tedison pic.twitter.com/u40VU7Z1Gy
— the Center of Math (@centerofmath) December 5, 2018
Expand 2(a+b)^2
Nice try pic.twitter.com/GqcnCvCzUJ
— the Center of Math (@centerofmath) December 4, 2018
Newton vs Leibniz – Objectivity #190
The Centrifuge Problem – Numberphile
Forty is the new thirty
If 40 is the new 30, why can't Thursday be the new Friday? #FunFriday #MathHumor pic.twitter.com/7EUZJN9nJ3
— the Center of Math (@centerofmath) November 30, 2018
Viviani’s Theorem
Viviani's Theorem: in an equilateral △, the sum of the distances from any interior point to the 3 sides is equal to the height of the △ pic.twitter.com/c9wgn4IL5c
— Fermat's Library (@fermatslibrary) November 30, 2018
Quater Pounder
This was a low time for America #throwbackthursday #LearnYourFractions pic.twitter.com/Qc5whNKr0r
— the Center of Math (@centerofmath) November 29, 2018
A Not So Famous Goldbach Conjecture
A Not So Famous Goldbach Conjecture
Today's paper is a good example of an unsolved conjecture being disproved by counterexample. Goldbach stated that every positive odd integer is either prime or the sum of a prime and twice a square. 5777 and 5993 are the only known counterexamples.https://t.co/hHGPmtwfUZ pic.twitter.com/difBwFeT53
— Fermat's Library (@fermatslibrary) November 27, 2018