STEMULATING ADVENTURES โ€ข EPISODE 6 โ€ข INFINITY DAY

The Race That Never Ends

Take your place at the starting line and race into one of mathematics' biggest ideasโ€”on a track where the finish line may not exist.

On Your Mark. Get Set. Goโ€ฆ Forever? โ™พ๏ธ๐Ÿ

Wesleigh, Waylen, and Waverly are headed to the trackโ€”but this isn't an ordinary race.

The track twists into the shape of an infinity symbol, and our racers quickly discover one very important problem:

THE BIG RACE QUESTIONWhere is the finish line?

๐Ÿ Welcome to The Race That Never Ends

This STEMulating Adventure brings racing and mathematics together to explore the idea of infinity. What happens when something keeps going? What happens when a pattern never has to stop? And what kind of race can you run when there isn't a final lap?

โ™พ๏ธ Welcome to the Infinity Track

Follow the track. Keep counting. There is always somewhere else to go.

โˆž
START12345678...โ™พ๏ธ

Around and Around We Go ๐Ÿ”ข

Imagine racing around a track with no end. You pass one turn, then another, and another. You keep moving forwardโ€”but you never reach the end.

Numbers can give us a similar idea: 1 โ†’ 2 โ†’ 3 โ†’ 4 โ†’ 5 โ†’ ... No matter how far you count, you can always keep going. There's always another number.

๐ŸWhere is the finish line?
๐Ÿ”ขWhat happens if we keep counting?
๐Ÿ”Can a pattern continue forever?
โ™พ๏ธCan something really have no end?

๐Ÿง  Think Like a Mathematician

Mathematics isn't only about finding an answer. Mathematicians explore ideas, look for patterns, make predictions, test ideas, and keep asking questionsโ€”even when the thinking is more interesting than a final answer.

๐Ÿ‘€ NOTICE PATTERNSโ“ ASK QUESTIONS๐Ÿ”ฎ MAKE PREDICTIONS๐Ÿงช TEST IDEAS๐Ÿ’ก KEEP THINKING
๐Ÿ RACINGโ™พ๏ธ INFINITY๐Ÿ”ข NUMBERS๐Ÿ” PATTERNS๐Ÿ“ˆ SEQUENCES๐Ÿง  MATHEMATICAL THINKING

The Finish Line That Isn't There

In most races, the goal is to reach the finish line.

On the Infinity Track, the adventure is discovering that there may not be one. โ™พ๏ธ

โž— Celebrating the Year of Math

The Race That Never Ends was created as a special celebration of mathematics and the curiosity that comes from exploring big mathematical ideas. This episode is part of STEMulating Adventures' Year of Math programming, made possible with support from the Simons Foundation.

BUT AROUND HERE...The Episode Is Only the Beginning.

After watching The Race That Never Ends, don't stop at the finish lineโ€”because we couldn't find one anyway. ๐Ÿ˜„

Keep racing through the adventure with the STEMBop, a hands-on STEM challenge, the podcast, our recommended book, and a special Beyond the Episode experience.

One Episode. Six Ways to Keep the Adventure Going.

There's always another way to continue the Infinity Day adventure.

๐ŸŽฌ WATCH๐ŸŽต SING๐Ÿ›  BUILD๐ŸŽ™ LISTEN๐Ÿ“š READ๐Ÿ—บ EXPLORE

Take your position at the starting line below. Follow the numbers. Find the patterns. Ask big questions. And see where the Infinity Track takes you. โ™พ๏ธ๐Ÿ

YOU'VE EXPLORED. NOW RACE!

Now It's Your Turn! โ™พ๏ธ๐Ÿ

๐ŸŽฌ WATCHED โœ“๐ŸŽต SANG โœ“๐Ÿ›  READY TO BUILD๐Ÿ“š READ โœ“๐ŸŽ™ PODCAST COMING SOON๐Ÿ—บ TOUR COMING SOON

You've watched The Race That Never Ends, raced along with the STEMBop, and explored infinity through Infinity and Me.

You've thought about numbers and patterns that can keep going. Now it's time to take infinity off the page and build a never-ending path of your own.

Go from THINKING ABOUT INFINITY to BUILDING IT.
Dr. G and Dr. Nancy demonstrating a STEMulating Adventures project
Join Dr. G & Dr. Nancy and take on the Infinity Track challenge!

๐Ÿ Build Your Own Infinity Track

Use two paper plates and simple building materials to create a continuous racetrack shaped like a sideways 8. Then add a ball, start racing, and see how long you can keep it moving without falling off the track.

THE INFINITY TRACK

โˆž
DESIGNโ†’BUILDโ†’RACEโ†’TESTโ†’IMPROVEโ†’RACE AGAIN โ™พ๏ธ
๐Ÿ RACINGโ™พ๏ธ INFINITY๐Ÿ” PATTERNSโš™๏ธ ENGINEERING DESIGN

Think Like a Mathematician & Engineer

Test your track and pay attention to where the ball slows down or falls off. Then change your design and try again. Ask yourself: What helps the ball keep moving? How could I make the path smoother? How does this track help me think about infinity?

In most races, you're trying to reach the finish line.
In this race, your challenge is to keep going. โ™พ๏ธ