There’s just one short week left to go on Gordon Hamilton’s new Kickstarter project, Wiki Histories: Snapshots of world history in mini-games.
Sign up now so you don’t miss out!
Wiki Histories are two-player snapshots of world history and prehistory. They are pencil-and-paper games. Each has a pair of maps, a simple set of standard rules, some unique rules, and a historical paragraph.
Time: 15 minutes. Age: 9+.
Welcome to the 172nd edition of the Playful Math Blog Carnival, a buffet of delectable tidbits of mathy fun. It’s like a free online magazine devoted to learning, teaching, and playing around with math from preschool to high school.
The carnival went on hiatus for a couple of months due to unexpected life issues facing our volunteer hosts. But we’re back now, and ready to celebrate!
By tradition, we start the carnival with a puzzle in honor of our 172nd edition. But if you’d rather jump straight to our featured blog posts, click here for the Table of Contents.
172 is a lazy caterer number: Imaging a caterer who brought a single large pie to serve the whole party. He needs to cut it into as many pieces as he can, using the fewest (straight) cuts he can get away with.
But for those of you who have followed the carnival for years, you may remember we played with the lazy caterer back in Playful Math 106. (That time, the caterer was serving pizza.) So here’s a bonus activity we’ve never done before…
The first several stages of a pattern are as follows:
This pattern sequence was named clock binary by its creator, noelements-setempty.
Did you know that, with our recent stretch goals, the Tabletop Math Games Kickstarter now features more than 90 amazing ways to play math with your kids?
And every pledge pushes us closer to the next new bonus, which means more new games and playful math goodies for every backer.
Don’t miss out on the excitement. Order your copy today:
Visit the Math Games Kickstarter ❱
I love how the challenge of a well-fought math game pushes players of all ages to think more creatively and build fluency.
So my Tabletop Math Games Collection is designed to make it easier than ever for busy families and over-stressed teachers to play with math.
All you need are common household supplies like cards, dice, and scratch paper. Children can open a Tabletop Math Games Collection book to any page and start playing right away, and the digital files make great classroom handouts or learning center games.
Continue reading Math Games Kickstarter: It Keeps Getting Better
To everyone who has supported my Tabletop Math Games Collection Kickstarter project: thank you ever so much! We’ve blown past our funding target and made it into Stretch Goal territory.
Now every pledge just makes the project better, earning new games and bonuses for every backer at the $5 level and above.
If you haven’t backed the project yet, check out what you’re missing:
Math games build mental flexibility and strategic reasoning in players of all ages. And even people who hated math in school can enjoy the friendly challenge of a game.
I love how the challenge of a well-fought math game pushes players of all ages to think more creatively and build fluency.
And so it begins: the Tabletop Math Games Collection is LIVE on Kickstarter!
To have a successful campaign, we need plenty of people to back the project early. The more supporters we get in these early days, the more likely the Kickstarter platform folks will help spread the news for us.
To give you a feel for the Tabletop Math Games Collection books, I’ve put together a free printable sampler file, with 4 ready-to-play card games you can enjoy today.
I think you’ll love it!
Continue reading Tabletop Math Games Kickstarter: Order Your Copy Today
Coming Soon! On March 11, I’ll be launching the next installment in my new book series, the Tabletop Math Games Collection.
And the Kickstarter prelaunch page is now live. That means you can sign up to get an email from Kickstarter as soon as the campaign launches:
(Yes, if you missed last year’s Kickstarter, you’ll also be able to get Volume One.)
Math games build mental flexibility and strategic reasoning in players of all ages. And even people who hated math in school can enjoy the friendly challenge of a game.
I’ve put together a free printable sampler file, with four ready-to-play card games you can enjoy today.
I think you’ll love it!
Continue reading Coming Soon: The Tabletop Math Games Collection, Volume Two
Welcome to the 171st edition of the Playful Math Education Blog Carnival — a smorgasbord of delectable tidbits of mathy fun. It’s like a free online magazine devoted to learning, teaching, and playing around with math from preschool to high school.
Bookmark this post, so you can take your time browsing over the next week or so.
There’s so much playful math to enjoy!
By tradition, we start the carnival with a puzzle/activity in honor of our 171st edition. But if you’d rather jump straight to our featured blog posts, click here to see the Table of Contents.
171 is a triangular number, the sum of all the numbers from 1 to 18:
Also, 171 is a palindrome number, with the same digits forward and backward. It’s also a palindrome of powers:
So in honor of our 171st Playful Math Carnival, here is a palindrome puzzle that leads to an unsolved question in math:
Games are fun, building a positive attitude toward math. They give students a refreshing break from textbook work and make kids willing to practice their math. Games make math practice enjoyable, something children want to do. We can happily work through many more calculations during a game than anyone would ever want to do on a homework page.
But more important than the fun, math games push children to think about what numbers mean and how they work. The numbers in a math game are not just meaningless abstractions, but tools that players can use to gain an advantage over their opponent.
A good math game reinforces the idea that math is about reasoning, using the things you know to figure out what you need. Math is not just about getting the right answer. It’s about what goes on in your head on the way to that answer. The answer itself is merely a side-effect. of what really matters, your thinking.
A good math game helps students develop flexibility, the ability to adapt, applying what they have learned to new situations, finding a way to work out the things they haven’t mastered yet. All these add up to a more robust type of mathematical fluency than what many people imagine possible.
Would you like your children to play with math during the holidays?
Check out the new printable math activity guide in my online store: Christmas Tree Math Games will keep the whole family playing through the New Year.
Welcome to the 170th edition of the Playful Math Education Carnival — a smorgasbord of delectable tidbits of mathy fun. It’s like a free online magazine devoted to learning, teaching, and playing around with math from preschool to high school.
Bookmark this post, so you can take your time browsing.
There’s so much playful math to enjoy!
By tradition, we start the carnival with a puzzle/activity in honor of our 170th edition. But if you’d rather jump straight to our featured blog posts, click here to see the Table of Contents.
According to Tanya Khovanova’s Number Gossip, 170 is the smallest composite number where exactly four permutations of its digits make prime numbers.
To find permutations, think of all the different ways you can arrange the digits 1, 7, 0 into three-digit numbers. (When the zero comes first, those permutations actually make two-digit numbers, which DO also count.)
Can you figure out which permutations make prime numbers?
Hint: The permutation that makes the number “170” is not prime, but it is the product of three prime numbers. Which ones?
A Latin square is a grid filled with permutations: letters, numbers, or other symbols so that no row or column contains more than one of any character. You’ve probably seen the popular Latin-square puzzle called Sudoku. A Graeco-Latin square (also called an Euler square) is two independent Latin squares overlapping each other.
Can you complete this Euler square made by overlapping permutations of the digits of 170 with winter colors? Don’t repeat the same color OR the same number in any row or column.
Denise Gaskins' Let's Play Math 