@samjshah.bsky.social
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📥 349
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high school math teacher!
#mtbos
reposted by
benjamin dickman
1 day ago
what a final
@todos-math.bsky.social
e-news message! congrats to
@dingleteach.blacksky.app
for her leadership of TOODS as she segues into Past President; congrats to
@karikokka.bsky.social
as incoming President; and congrats to two incoming Directors, including Dr. Sara Rezvi! 🔗
www.todos-math.org
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Home - TODOS
At TODOS, we believe every student deserves access to mathematics that reflects their brilliance, culture, language and lived experience.
https://www.todos-math.org/
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reposted by
Robert Kaplinsky
1 day ago
Algebra teachers, check out these three rational exponent problems from Bryan Anderson. See the hints and answers on Open Middle:
www.openmiddle.com/rational...
www.openmiddle.com/rational...
www.openmiddle.com/rational...
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reposted by
Jenny Cains
4 days ago
In
#mathstoday
(well, actually yesterday) my Year 12s tackled another great Underground Maths problem. This one worked really well & stimulated loads of discussion, helping cement their understanding of logs. Definitely recommend 👍🏼
undergroundmathematics.org/exp-and-log/...
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Any chance any of you math folks out there want to uplift one of my students? She created an instagram with a fictionalized journal of mathematician Srinivasa Ramanujan [
www.instagram.com/lucie.r.vk_e...
. Personally her journal floored me! *I'd love for her to get some followers!!!*
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Instagram
Create an account or log in to Instagram - Share what you're into with the people who get you.
https://www.instagram.com/lucie.r.vk_exploremath/]
5 days ago
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I have a high school student who created a fictitious journal for Ramanujan for a class project, after researching his life. It's so cool, and has entries from a fictitious Ramanujan along with others. If this intrigues you, please follow&share this insta:
www.instagram.com/lucie.r.vk_e...
#MTBoS
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Instagram
Create an account or log in to Instagram - Share what you're into with the people who get you.
https://www.instagram.com/lucie.r.vk_exploremath/
6 days ago
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reposted by
Erick Lee
11 days ago
A problem to start calculus class on Monday. We're not to integration yet, but I want to start nudging student thinking in that direction. Plus a bit of retrieval practice and creative thinking/problem solving.
#ITeachMath
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reposted by
benjamin dickman
12 days ago
working with students on problems of the nature: How many ways can you distribute 10 cookies among 3 people if the max # per person is m? For e.g. m = 4, you can ignore m and make the full list of all distributions. Then naively cross off every entry each time it contains an entry ≥ 5. But, then+
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reposted by
Dave Richeson
16 days ago
This is so cool! Given only the "exponential minus log" function, elm(x,y)=exp(x)-ln(y), and the constant 1, you can perform +, -, x, ÷, exp, ln, trig, powers, roots, etc. You can also obtain e and π! See
arxiv.org/pdf/2603.21852
and
arxiv.org/src/2603.218...
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reposted by
benjamin dickman
21 days ago
I've confirmed to speak at the NCTM Annual in Denver 🗣️🎤 Here is the abstract: 🪑:
www.aievolution.com/ntm2601/Abst...
Deets:
#NCTMDEN26
Annual Meeting, October 28-31 in Denver!
www.nctm.org/denver2026/
See you there???
#iTeachMath
♾️
#MathSky
🧮
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National Council of Teachers of Mathematics
https://www.aievolution.com/ntm2601/Abstracts/viewAbs?abs=2171
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I had a student who essentially needed something to yield 0 when positive and to yield 1 (or -1) when negative. They came up with this idea 💡 which was oh so lovely.
#mtbos
I love creativity and out of the box thinking.
about 1 month ago
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reposted by
Erick Lee
about 2 months ago
Every day in Calculus, there's a warm-up on the board as students walk in. Gets them thinking and sets the tone before we even start. A few from this week: Crack the Code, Which One Doesn't Belong?, and four trig derivatives. Low stakes, high engagement.
#ITeachMath
#MathsToday
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I probably won’t be able to read this book (Proof: How the World Became Geometrical) for a while. But I thought the two other books by the author were great. And what a lovely cover!
#mtbos
about 2 months ago
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reposted by
MathIsLife
about 2 months ago
These are great questions for students to be asking as they approach a challenging math question.
add a skeleton here at some point
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reposted by
Dave Richeson
2 months ago
At Gathering 4 Gardner,
@cardcolm.bsky.social
suggested I try the following 3D-printing project. Recall the "napkin ring problem": Take a sphere of radius r and drill out a hole along a diameter so the remaining shape has height h. Then the volume, V = πh³/6, does not depend on R. He thought that
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reposted by
Dave Richeson
2 months ago
Another 3D-printing suggestion from
@cardcolm.bsky.social
: Archimedes proved that if you slice a sphere of radius r with two planes a distance h apart, the surface area is 2πrh—the same as a cylinder of the same radius and height. So, it doesn't depend on where the slicing occurs. 1/2
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reposted by
Carl
2 months ago
I used to pride myself on writing questions that assessed what we had talked about, but in new & different ways. They'd get plenty of "the standard" questions, but I'd regularly mix in extension problems to see how they can apply their understanding. This was a favorite
#mtbos
#iteachmath
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reposted by
Ayliean
2 months ago
Small Rhombicosidodecahedron if u even care. I know it can be made with a single (incredibly long) modelling balloon because every vertex only has four lines coming from it, so it has an ✨Eulerian path✨
add a skeleton here at some point
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reposted by
Peter Kagey
2 months ago
I wrote a blog post about my G4G16 gift. If you want a copy of your own, download and print the files!
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G4G16 Gift Exchange
The gift I made for Gathering 4 Gardner in 2026, together with files so you can make more at home.
https://peterkagey.com/blog/2026/02/G4G16/
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Golly I love living in NYC. I got a ticket for this at noon today. I was filled with childlike wonder for 5 minutes of paper planes swirling down from an oculus…
thewangcontemporary.org/events/20000...
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2 months ago
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reposted by
Robert (Bob) Bosch
10 months ago
Three knight's tours of a 32x32 chessboard. Each contains the set of edges (knight's moves) shown in the top left. Each is a single unicursal path that can be traced without lifting one's writing implement from the paper.
#mathart
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reposted by
Robert (Bob) Bosch
10 months ago
Three knight's tours of a 32x32 chessboard. Each contains the set of edges (knight's moves) shown in the top left. Each is a single unicursal path that can be traced without lifting one's writing implement from the paper.
#mathart
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reposted by
Robert (Bob) Bosch
10 months ago
Three knight's tours of a 32x32 chessboard. Each contains the set of edges (knight's moves) shown in the top left. Each is a single unicursal path that can be traced without lifting one's writing implement from the paper.
#mathart
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reposted by
Robert (Bob) Bosch
10 months ago
Three knight's tours of a 32x32 chessboard. Each contains the set of edges (knight's moves) shown in the top left. Each is a single unicursal path that can be traced without lifting one's writing implement from the paper.
#mathart
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reposted by
Robert (Bob) Bosch
6 months ago
Two knight's tour (32x32 and 64x64). Two terms of an infinite sequence of tours.
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reposted by
David Aerne
2 months ago
Built a “3D” sphere (SVG) to show RYB transformations. Over-iterated in
@codepen.io
10% optimization, 90% procrastination.
codepen.io/meodai/full/...
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A few more experiments! Nothing new but these look nicer than my last set I think!
#mathart
#mtbos
2 months ago
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reposted by
Dave Richeson
2 months ago
This afternoon was the "Hands-On Activities" portion of the conference. I brought the supplies (150 laser-cut pieces of wood, 1000 yards of yarn, wood glue, and 50 binder clips) to make a giant cardioid and a giant nephroid. It was fun, and I think they turned out great.
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reposted by
Andrew Stacey
2 months ago
This is a first attempt at categorising
@catrionaagg.bsky.social
's puzzles by the techniques used to solve them. My hope is that this makes it easier to use them in class.
notes.mathforge.org/notes/publis...
#mathsky
#UKMathsChat
#ITeachMath
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puzzles by topic in Notes
https://notes.mathforge.org/notes/published/puzzles+by+topic
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reposted by
Christopher Danielson
2 months ago
We were invited to read from our books, which I did of course. But first I had some opening words, which I thought I'd share with you here. I'll share video too, once that's available.
add a skeleton here at some point
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reposted by
2 months ago
Charles O Perry sculpture in the lobby of the Hyatt Regency in San Francisco
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reposted by
Adrienne Hestenes
2 months ago
Vector fields as art. In
#MathsToday
the students had to create a vector field and overlay it with a picture to create Vector Art. Just a fun little extension at the end of a unit.
#iTeachMath
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reposted by
2 months ago
I was gifted a gorgeous origami sculpture of five intersecting tetrahedra. This inspired me to recreate it using Desmos.
www.desmos.com/3d/m7hqyu2gpr
en.wikipedia.org/wiki/Compoun...
@desmos.com
#iTeachMath
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reposted by
Robert (Bob) Bosch
3 months ago
A tour of tours, an open knight's tour of an 99x99 chessboard. The tour starts in the bottom left corner and ends near the top right corner.
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reposted by
Darth Calculus 🏳️🌈
2 months ago
I had a productive day in
#Desmos
today. I also made a simulation of the refraction and internal reflection that causes rainbows. Enjoy,
#EduSky
and
#MathSky
!
#IteachPhysics
Full spectrum:
www.desmos.com/geometry/hga...
(reverse contrast!) Single ray with angles:
www.desmos.com/geometry/l32...
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reposted by
Catriona Agg
2 months ago
Six squares and a quarter circle. The blue square has area 2. What’s the yellow area?
#geometrypuzzle
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Last two drawing-on-the-cricut experiments -- Hitomezashi patterns! Now I’m done for the day!
#mathart
#mtbos
2 months ago
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And another cool one, using the code provided here!
penplotter.art/p/algorithmi...
#mathart
#mtbos
2 months ago
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Finally got an hour to play with Desmos and my cricut. To my eyes, what I was able to make is stunning! 😍 🤩
#mathart
#mtbos
2 months ago
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reposted by
Ulrich Pennig
2 months ago
Happy (topological) Valentines Day!
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reposted by
Dave Richeson
2 months ago
Gathering 4 Gardner is this week. I'll be running an activity where we'll make one of these giant cardioids (and a giant nephroid). Today, I'm taking advantage of the sunny, above-freezing day to laser-cut the pieces outside.
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reposted by
Dave Richeson
3 months ago
One more, which I call "I ❤️ the Cardioid." (A cardioid from one direction and a heart in the other.)
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reposted by
intarynx
3 months ago
A
#genuary
sketch that escaped January - Bauhaus Fibonacci
www.upstride.ch?id=bauhausfi...
#CreativeCoding
#CodeArt
#genuary2026
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reposted by
Dr. Martin Skrodzki
3 months ago
Things have been rather busy at the
#illustratingMath
trimester at the Institut Henri Poincaré for the last two weeks. A number of illustration projects have been started. I'll share some highlights in this thread. (1/6)
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reposted by
John Golden
3 months ago
#mathstoday
started with one of my favorite early probability activities. Students write events on stickies for almost never to almost always and another group tries to sort them. Lots of discussion about wording and googling for more info.
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reposted by
Dave Richeson
3 months ago
Still playing with these impossible cylinders. Here I have an ellipse with the "Batman curve" in the reflection.
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reposted by
Preeti Chhibber
3 months ago
omg everybody go draw a horse this is what the internet was made for
gradient.horse
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gradient.horse
Draw a horse, watch it run!
https://gradient.horse/
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A cool article reddit led me to on how to make some cool math art!
penplotter.art/p/algorithmi...
#mathart
#mtbos
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#005: Algorithmic Art Tutorial: How to Create Emergent Complexity
Learn how to create mesmerizing algorithmic art by combining concentric circles and Perlin noise, bridging digital creativity with physical plotting techniques.
https://penplotter.art/p/algorithmic-art-tutorial-emergent-complexity
3 months ago
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reposted by
3 months ago
#iteachmath
#mtbos
What do you call it when you solve a log equation by performing the operation of making, say, 10 the base of each side? log(x+2) = 5 10^log(x+2) = 10^5 What’s the name of this operation?
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reposted by
Michael Pershan
3 months ago
This question is playing with fire.
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reposted by
Sara Van Der Werf
3 months ago
This isn't easy to share, but I'm grateful for any support, prayers, or encouragement during this season. Love to all.
www.gofundme.com/f/support-fo...
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Donate to Support for Sara After Condo Flood, organized by Amy Carroll
Sara, my sister, is going through an incredibly tough time. Two weeks ago, during a sub… Amy Carroll needs your support for Support for Sara After Condo Flood
https://www.gofundme.com/f/support-for-sara-after-condo-flood?attribution_id=sl%3Aa5dc666e-89c8-4f4b-821f-701ace09a266&lang=en_US&ts=1770347241&utm_campaign=fp_sharesheet&utm_content=amp17_tb&utm_medium=customer&utm_source=copy_link&fbclid=IwY2xjawPzaMZleHRuA2FlbQIxMQBicmlkETFpeUtEN3dVN1ZjQVpGRjcwc3J0YwZhcHBfaWQQMjIyMDM5MTc4ODIwMDg5MgABHtbZnsMB4XFkSPVVXZcIgTrvY3dIRwrh-l2Ha0sf5gJERFu0jSQsitiDZ8EW_aem_HaFDvtBCnQR89un2lvOR-A
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