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I have been an advocate of Tarsia puzzles for years. They are an awesome self checking activity that incorporates a fun way to do practice. My biggest complaint was that the software to create them was Windows based only. But thanks to @JustinAion I see that there is an online version that you can use to create your own. That being said, you can get the more powerful version of the software here and then go to @MrBartonMaths page here to get literal tonnes of premade ones. And the few that I have made are here.
Curriculum Tags: All
https://www.tarsiamaker.co.uk/
Day #17: Inequalities Card Sort (Day 2) & Inequalities Puzzle (algebra) #teach180 #msmathchat pic.twitter.com/oHQB2heiu4
— Ron King (@mthman) September 28, 2017
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What a fun little two person puzzle your students can play. Can they determine an optimal strategy
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https://twitter.com/sergeballif/status/1583835999918260224
I made a @Desmos activity that we'll be using in our Pi-rate Math Club for Science Mom patrons. I called the game Side-to-Side, but I'd love to know if it has another name. I don't remember when I first saw it. https://t.co/opqNWpeItS pic.twitter.com/fDlG73vSWW
— Serge Ballif (@sergeballif) October 22, 2022
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This method may be algorithmic but I have always loved it. And way back when I started teaching, it really introduced me to the weirdness of the fact that 0.9999.... is equal to 1.
Curriculum Tags: MTH1W
https://twitter.com/howie_hua/status/1586158925782867968
New TikTok video: How do we convert a repeating decimal into a fraction? pic.twitter.com/ng5VRa6MHI
— Howie Hua (@howie_hua) October 29, 2022
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Some circle theorem problems for you
Curriculum Tags: MTH1W
https://twitter.com/draustinmaths/status/1585217325317644289
It really is cool that this is true. Good old 52!Final batch of circle theorems resources. Hopefully something for everyone, including two activities to introduce some of the circle theorems through isosceles triangles, another mixed practice grid and, for the IGCSE folk, intersecting chord and secant theorems practice. Enjoy! pic.twitter.com/w6TmpK4zQY
— Amanda Austin (@draustinmaths) October 26, 2022
Curriculum Tags: MDM4U
https://twitter.com/MathsEdIdeas/status/1585046833381793792
More than
— Maths Ed (@MathsEdIdeas) October 25, 2022
99.99999999999999999999999999999999999999999999999022%
of the possible arrangements of a shuffled deck of playing cards have yet to be seen. pic.twitter.com/kSgzts5VFk
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