Economista Austriaco on nostr

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Its trivial to determine the day of the week from the date if you just remember this number: 0336 1462 5035. (Month Code). Take any date month day + month code + last two digits year + integerp...

Economista Austriaco @EconomistaAustriaco 1775417607

😮🙌🏽

note1qqqxc...

Economista Austriaco @EconomistaAustriaco 1775410079

Economista Austriaco

@EconomistaAustriaco 1775409977

Start with 82 and go backwards to 1

82818079787776757473727170696867666564636261605958575655545352515049484746454443424140393837363534333231302928272625242322212019181716151413121110987654321

...this number is a prime number!

Economista Austriaco @EconomistaAustriaco · 12h

Hit me with the craziest math facts you know. nostr:nevent1qqsv0ncl0czvlv646eg7y377fd2jpnryxrkctlgvum40qsvtjlpkk5skuae8q

billybigpotatoes · 10h

Its trivial to determine the day of the week from the date if you just remember this number: 0336 1462 5035. (Month Code). Take any date month day + month code + last two digits year + integerpart(last two digits year/4) -1 (century code). Then divide by 7 and find remainder. 0=Sunday, 1=Mo...

Economista Austriaco

@EconomistaAustriaco 1775407415

Hit me with the craziest math facts you know.

Economista Austriaco @EconomistaAustriaco · 12h

Euler's identity is considered one of the most beautiful formulas in mathematics. It displays a profound connection between fundamental numbers π, e (the base of natural logarithms), and i (the imaginary unit). https://blossom.primal.net/9d8309488d67196858a228280250cbaf33eb2bcd Show more

Pepe López · 11h

a simple arithmetic operation crashes any computer: division by zero

Economista Austriaco

@EconomistaAustriaco 1775407123

Euler's identity is considered one of the most beautiful formulas in mathematics.

It displays a profound connection between fundamental numbers π, e (the base of natural logarithms), and i (the imaginary unit).

nobody · 11h

i²=j²=k²=±1

Economista Austriaco

@EconomistaAustriaco 1775398577

“It is the responsibility of every generation to discover the fundamental truths of nature for themselves, not simply rely on old authority.”

— Richard Feynman