Suat Ayöz
@percybuttons3.bsky.social
Guest resident of Brno, Czech Republic. PhD Engineer (Cantab), reader of non fiction (science, history, art, philosophy and many others), amateur mathematician, vegan etc.
P.S.: I never respond to cold DMs. Please don't even try.
P.S.: I never respond to cold DMs. Please don't even try.
Imagine you have three distinct (say, differently coloured) bags, and in each bag, there are balls with numbers 0, 1 or 2 on them. By drawing a single ball from each bag, how many different ways are possible to make the sum of the numbers on the drawn balls odd? That's how I thought.
November 13, 2025 at 3:15 PM
Imagine you have three distinct (say, differently coloured) bags, and in each bag, there are balls with numbers 0, 1 or 2 on them. By drawing a single ball from each bag, how many different ways are possible to make the sum of the numbers on the drawn balls odd? That's how I thought.
No, the answer to the calendar questions is always the day of the month, i.e. today's answer is 12. Can you work out how it might be so?
November 12, 2025 at 8:16 PM
No, the answer to the calendar questions is always the day of the month, i.e. today's answer is 12. Can you work out how it might be so?
Answers are encouraged. Please do post. It indeed has a couple of nice solutions that don't rely on higher order trigonometric equalities.
November 4, 2025 at 6:05 AM
Answers are encouraged. Please do post. It indeed has a couple of nice solutions that don't rely on higher order trigonometric equalities.