Miriam Lees

790 posts

Miriam Lees

Miriam Lees

@LeesMiriam

Loves the clarity and opportunity that mathematical thinking brings to her world.

Sydney, New South Wales Katılım Eylül 2018
241 Takip Edilen333 Takipçiler
Miriam Lees retweetledi
Howie Hua
Howie Hua@howie_hua·
I wish I was taught this way of finding the greatest common factor when I was in school
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Howie Hua
Howie Hua@howie_hua·
Why can't we divide by 0? (The difference between 1/0 and 0/0)
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Jamie Clark
Jamie Clark@XpatEducator·
🏗️ Scaffolding Think, Pair, Share can help facilitate deep discussions and drive thinking from ALL students. This handy resource is designed to help students master the WHAT, WHY, and HOW of the process. 👊 Support my work by tapping REPOST and grab a FREE high-quality copy here: jamieleeclark.com/graphic
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Miriam Lees retweetledi
Howie Hua
Howie Hua@howie_hua·
Another way to think about the "greater than" and "less than" signs without relying on alligators
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Robert Kaplinsky
Robert Kaplinsky@robertkaplinsky·
If you've been searching for strategies to motivate your secondary math students, you should check out this list of 7 Powerful Tools to Motivate Secondary Math Students from Liesl McConchie (@LieslMcConchie). You can download it at lieslmcconchie.com/2ndmathmotivat…
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Transum
Transum@Transum·
It's December! The festive editions of the Transum Mathematics Newsletter and Podcast are my gifts to you this Christmas: 🎄 Prancer's Walk Puzzle 🎄 Christmas Tree Light Sum 🎄 New Video 🎄 Quartiles Exercise 🎄 Advent Calendar 🎄 Nöel Joke buff.ly/4eVru3t #Maths
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Prof. Feynman
Prof. Feynman@ProfFeynman·
Students don't need a perfect teacher. Students need a happy teacher, who's gonna make them excited to come to school and grow a love for learning.
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Michaela Epstein
Michaela Epstein@MathsCirclesOz·
Friendly reminder- on its own, maths can actually be interesting (not just a mechanical process for reaching some other goal)
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Pam Harris
Pam Harris@pwharris·
In our Journey virtual learning community this week, we leaned into what it means for us as adult learners to grow our mathematics. Is it always vertical? What does it look like to grow horizontally (deepen the content)? #MathIsFigureOutAble #MTBoS #ITeachMath #MathEd
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Math for Love
Math for Love@MathforLove·
"True understanding comes not from solving one problem, but in solving families of problems in multiple ways, and following the natural questions as far as we can." mathforlove.com/2014/09/three-…
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