Show Notes
In our last episode, Hip to be Square. Pete told us about two famous magic squares—the Sagrada Família magic square and the Dürer magic square—and he mentioned that it's worth seeing them side by side. We thought it would be fun to put together this short video showing how they compare with one another.
More from The Math Club
All you have to do is look around to see that the world is changing very rapidly. But the course sequence of math education in American schools has changed little since the 1950s. In this episode, Pete and Noah welcome Ted Dintersmith, author of the book Aftermath, for a lively discussion about which math skills and concepts can best prepare today's students for the world of tomorrow.
A close call on the Math Club holodeck sends Pete and Noah down a wormhole investigating Kaprekar's Constant. Beam aboard as we explore strange new algorithms and boldly discover what happens when numbers are put through this interesting iterative process. Leave us a voice message Find us on Twitter Send us an email Questions Answered in the Episode What is Kaprekar's constant and how does the Kaprekar process work for four-digit numbers? What is the maximum number of steps required for any valid four-digit number to reach Kaprekar's constant?
Hey there, Math Club. We have some exciting news to share. Noah has teamed up with yet another Pete to bring you yet another show! A Novel Approach is dedicated to creating novel length stories, produced as immersive audio productions. The first book is called "The End of Secrets", and it explores what happens when the ancient world of vampires collides with the modern world of AI. In each pair of new episodes, you'll get to hear a new chapter of the book, and then a short discussion about how that chapter was put together. We're including the first chapter here. If you like it and want more, you can find it on Apple Podcasts, or in whatever podcast app you like to use. Just search for "A Novel Approach", or use our RSS feed https://anchor.fm/s/1150a6278/podcast/rss
A friend's story leads Pete and Noah to dive into the high-stakes world of poker to settle a debate: does a flush really beat a straight? Using the tools of combinatorics and probability, our hosts break down the math behind five-card hands and explore how the hierarchy of the game is built upon the frequency of outcomes. Ante up... the next hand is about to begin! Leave us a voice message Find us on Twitter Send us an email Questions Answered in the Episode How do you calculate the total number of possible five-card poker hands from a 52-card deck? What are the mathematical odds of being dealt a flush versus a straight in poker?
A chat with Alexa leads Pete to contemplate what it looks like to lead his best mathematical life. But what does that mean? In this episode, Pete and Noah discuss ways to view mathematics not as a rigid school subject, but as a "grand adventure" that is constantly present in your life. Leave us a voice message Find us on Twitter