1 Parallelogram + 1 Midpoint + 1 Line Through this Midpoint & Vertex + 1 Perpendicular Segment = 😮? How can we formally prove this phenomenon true? 🤔 Animation: https://t.co/8izmySs0tD (Source: ).

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In this incircle + extension animation, what is the measure of the green angle? Why is this ALWAYS the case? 🤔(Source: ) https://t.co/A6rEjBr5pT

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I'm pleased to announce that despite the snow the HegartyMaths website is open as normal ;-)

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Carnot's - Case of an OBTUSE Dynamic Illustration without Words. How can we formally prove this phenomenon? 🤔(Source: ). https://t.co/qUDdwQwNTh

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We put a totally radical 360° spin on Maths in our next issue, Real World Maths - on its way to you SOON!

🎨 by

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Absolutely LOVE the challenges creates! This 1 = definitely 1 of my top favs. In this regular octagon, how can we formally prove the area of 1 green square = area of the pink rectangle? 🤔https://t.co/XLcUVvpbyu

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The first Pakistani Comic Book series integrated with the principles of & , SPD have four exciting mysteries for their readers to solve and some adorable merchandise! Shop Now:
https://t.co/bs3qQhs407

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It's a day of for the pupils of today who are taking part in our CSI:Storyland and CSI: Michaela Maths workshops! we hope you have a brilliant day

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Arc Length in Polar Coordinates (#Calculus): Dynamic & Modifiable Explorer & Illustrator. Created w/: https://t.co/OYvvLamA1y.

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"The risk we took was calculated, but man we all failed maths."

A quick redraw of a painting I was super proud of back then! Looking at it now, it could def be better but I'm not cringing (much)

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It seems like definitely knows how to distract me on any given AM: https://t.co/voJpKjKw4T. 🙂 And so far, there's 7 of his items in this collection: https://t.co/L2EPffsGkA.

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In this animation, why are the 2 pink angles always congruent? (Source: ). Explore here: https://t.co/tpusqTwVCB.

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I just finished my maths exam and IM BACK AND FREE BABYYYYYYYYYYYYYYYYYYYYYYYYY
(and here is a kirby)

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L'exposition "LudoMaths" au Château de Ladoucette :
des maths avec beaucoup de géométrie...
LudoMaths - Explorer, construire et jouer
Une exposition de l’Association Science Ouverte
Jusqu'au 10.03.2019
> https://t.co/RH65ndeQPU

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Circles shown are internally tangent. How can we prove the 2 blue angles are always congruent? 🤔(Source: ). Explore here: https://t.co/u2Ifu0Hrt2.

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and News:
It’s good to mix things up a bit, isn’t it? Yesterday, between a tricky activity and our my second and third of the day shared their responses to my illustration.
Full of energy!

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