Gibt es eine größte Zahl n ∈ ℕ, für die $$\sqrt{n!}$$ ganzzahlig ist?[1] Wenn ja, welche ist es?
Die Antwort sollte natürlich begründet werden. Und nicht hier im Thread ausposaunt werden, sondern als DM (Post) an mich gesandt werden.
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“In my home, the America I love, the America I've written about, that has been a beacon of hope and liberty for 250 years, is currently in the hands of a corrupt, incompetent and treasonous administration. Tonight, we ask all who believe in democracy and the best of our American spirit, to rise with us, raise your voices against authoritarianism, and let freedom reign.”
— Bruce Springsteen, Manchester 2025-05-14
“In my home, the America I love, the America I've written about, that has been a beacon of hope and liberty for 250 years, is currently in the hands of a corrupt, incompetent and treasonous administration. Tonight, we ask all who believe in democracy and the best of our American spirit, to rise with us, raise your voices against authoritarianism, and let freedom reign.”
— Bruce Springsteen, Manchester 2025-05-14