My new app allows you to magnify a number line repeatedly to obtain better and better approximations of the location of a point sitting on it. sineofthetimes.org/standalon… #mtbos #mathchat #ITeachMath
Daniel Scher retweeted
Now available in paperback and in a lovely cased edition - 42 origami projects bringing mathematics to life through the geometry of folded paper.
tarquingroup.com › products › explore-mathematics-with-origami
#origami #mathteacher #mathsteacher
Daniel Scher retweeted
Very excited to see this major addition to our list arriving . We should be smelling the wonderful smell of new ink on Monday I think...
ow.ly/2JLu50ZTsqv › products › explore-mathematics-with-origami
Last few days of pre-pub discounts - 20% off with code ReprintHeaven
Daniel Scher retweeted
So much fun creating skeuomorphic interfaces with the new Opus. Here’s a Pickett N600-ES slide ruler from 1962.
Daniel Scher retweeted
いますぐ新登場したiPhone Duoのサイズが知りたい!
けどショップに実機を触りにいく暇はない!
コピー用紙ならあるぞ!
そんな時はそののコピー用紙をこう折れば大雑把なサイズ感が分かります
(どういう状況なんです?)
#iPhoneDuo
#折り紙
Daniel Scher retweeted
Published today! Our article in Math Horizons about how Robert and I lied to players for three years in our game Digit Party, and how we used integer linear programming to stop.
Daniel Scher retweeted
FabObscura: Computational Design and Fabrication for Interactive Barrier-Grid Animations hcie.csail.mit.edu/research/… & github.com/tichaesque/FabObs…
Daniel Scher retweeted
Llevo unos días trasteando con la inteligencia artificial para crear manipulativos y juegos para matemáticas. Algunos, pequeñas variaciones (o no) de lo que hay por ahí. Otros, más difíciles de encontrar, al menos para mí, como las geotiras (geo strips). Os cuento. 🧵
Daniel Scher retweeted
I will always resist the calls to "make math more relevant to students' lives." Contorting subject matter to fit an adolescent's tiny box does not help them; it ensures that their boxes remain tiny.
I am in the mind-broadening business.
#iTeachMath
Daniel Scher retweeted
a simple and random process that creates an intricate and structured fractal pattern. At each step, pick a random edge to form a triangle, and the next point is the center of the triangle.
Daniel Scher retweeted
The rows appear to tilt alternately; however, they are actually horizontal and parallel to each other.
Daniel Scher retweeted
A really interesting paper on a way to use AI in mathematics education link.springer.com/article/10…
Daniel Scher retweeted
🎉 We’re thrilled to announce the new and improved CODAP! Visit codap.concord.org for more details. We’re grateful to the @NSF, the @Cisco Foundation, @ValhallaFound, and individual donors who made this possible.
Why settle for the traditional Hundreds chart when a helical chart creates a continuous flow of numbers when adding? Here's a chart taped onto a soda can. Learn more and download templates at sineofthetimes.org/revisitin…. #mtbos #mathchat #ITeachMath



























