Amanda Austin (@draustinmaths) has been updating her website draustinmaths.com over summer. She's added a number of new resources - see her Twitter feed for the highlights.
2. PolyPad
Mathigon's awesome interactive tool PolyPad has a load of new features including lots of cool stuff for both 3D geometry and statistics.
Big news: Polypad now supports 3D geometry! 🎉⚽️🎁 Use one of our built-in solids, or create your own net using polygon tiles. Then click “fold” and watch the magic happen… pic.twitter.com/lMeBZbvGSo
— Mathigon (@MathigonOrg) August 2, 2021
The latest components added to Polypad are clocks! ⏰ If you want to learn more, sign up for our upcoming #BackToSchool workshops at https://t.co/L3QuGWHc3k pic.twitter.com/2Yc3JtZT9l
— Mathigon (@MathigonOrg) August 16, 2021
I love Mathigon and have blogged about it many times. Have you seen the Almanac of Interesting Numbers?
The new number grids on Polypad make it really easy to find prime numbers using the Sieve of Eratosthenes. You can colour or resize them quickly, and we’ve also added similar addition and multiplication tables! https://t.co/HDEd7BNKaK pic.twitter.com/NFqKjPZSLd
— Mathigon (@MathigonOrg) August 20, 2021
3. Ofsted Maths Research Review
If you haven't had time to read the Ofsted Maths Research Review yet, or if you've read it and want to share the key messages with your department, then you might find this useful: George Stone (@DrStoneMaths) has shared a summary of the main points here.
4. MathsDIY
Thanks to Victoria Jennifer (@vics_jennifer) for tweeting about a website I'd not heard of. On mathsdiy.com, an experienced maths teacher shares GCSE Maths and A Level Maths past paper solutions, topic booklets and resources. Questions are drawn from WJEC papers.
5. Guided Reading
Thanks to Jenny Hill-Parker (@JennyHillParker) for sharing a set of guided reading resources here.
In this session we will look at the maths curriculum, considering both the content and the way it is delivered. We'll analyse research findings and discuss whether the practice of 'skimming the surface' of maths is widespread in schools. Are students accelerated onto new topics too quickly? Is adequate time provided to teach topics properly? Do teachers know how to teach topics in depth? And how can we do things differently?
No comments:
Post a Comment