Top Tweets for #linkingthinkingJCmaths
Linking Thinking's Digital Notepad for CBAs guides the students through each stage of their investigation. You can access the Digital Notepad through Gill Explore @gilleducation. #linkingthinkingJCmaths #JCmaths
CBAs time! Don't forget that Linking Thinking have a digital notepad on Gill Explore @gilleducation to help guide the students through their investigation. #linkingthinkingJCmaths #JCmaths
A new school year begins and we are excited to know that Linking Thinking 1 is in classrooms throughout the country! We look forward to the year ahead and the Maths puzzles and problems we will enjoy, starting with this "back to school" themed logic puzzle #linkingthinkingjcmaths
There is free, open access now to the full eBooks of both #LinkingThinkingJCMaths books and you can also sample the great online resources: https://t.co/uKwyEgRwMF #JCMaths @imtanational
A fun activity to do in class this week, as we wind down the academic year. #linkingthinkingjcmaths #jcmaths
📐 ‘Linking Thinking’ for Junior Cycle Mathematics📏 is supported by a suite of digital resources easily accessible on https://t.co/WuCFGRyAKd. Including step-by-step animations for all Constructions such as this one to support learning. https://t.co/mMihi9317u @LinkingJCMaths
Really useful #JCMaths webinar coming up on Wednesday with our #LinkingThinkingJCMaths author, @trimblejames242. @imtanational
Welcoming @trimblejames242 next Wednesday to deliver his webinar to Junior Cycle Maths Teachers in partnership with @ClareEdCentre @CentreNavan @MonaghanEC
Register here: https://t.co/GdiapsLyPz
Another great #maths fact from one of our author team @trimblejames242. Perfect numbers! #linkingthinkingjcmaths #jcmaths
A good, seasonal, chocolatey problem for your #JCMaths pupils to sink their teeth into - couldn't resist the pun 😐😅 @imtanational #LinkingThinkingJCMaths
A tricky problem for JC students on the volume of a sphere. Mmmmm chocolate 🤤 #linkingthinkingjcmaths #jcmaths
A tricky problem for JC students on the volume of a sphere. Mmmmm chocolate 🤤 #linkingthinkingjcmaths #jcmaths
A magic hexagon. Taking the magic square to a new level! #linkingthinkingjcmaths
The Magic Hexagon. We can fill this hexagon with numbers 1-19 with no repetition to get the sum of every vertical and diagonal row is the same, 38.
Lots of digital resources to accompany our new textbooks. #linkingthinkingjcmaths
Investigating products. Extension task: Is this statement true for rational numbers? #linkingthinkingjcmaths
Activity on the relationship between area and length. 🐶🐶 #linkingthinkingjcmaths
It's hip to be square! #linkingthinkingjcmaths
A (virtual) road-trip. Who's bringing the snacks?? 😃 #linkingthinkingjcmaths
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