NoCO Math Circles
@NoCOMTC
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Northern Colorado Math Teachers' and Students' Circles
Greeley, CO
Joined January 2015
Have you read the latest? CCTM recently released its newest Newsletter. In our “Teacher Voice” Ellis Bak, Katherine Beeler, and Tina Durham talk about how they are implementing learning from the CCTM Learning Institute. Read more here: https://t.co/KZTJryy8PJ
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Global Math Week is Oct 10-17! Just over 1.5 million students and teachers engaged in joyous curriculum-relevant math our first GMW. Can we reach 10 million this year? Our story: https://t.co/X1CoL57Abt
@GlobalMathProj #explodingdots #gmw2023
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We want you to join us! Through CCTM’s learning institute on June 29th, you will enrich your Routines for Reasoning. @GraceKelemanik & @AmyLucenta will be on site to facilitate the sessions. For more info & to register go to: ( https://t.co/XtWwaaCxPS)
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The CCTM Board of Directors is proud to present their latest newsletter with up-to-date information and resources to keep our Colorado math educators connected and informed. Read the newsletter here: https://t.co/3F4s8HmxE8
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Our 2nd session with Drs. Beth Malmskog and Kathryn Haymaker! Working on quilt problem!
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Happy Thanksgiving! We are grateful for all of the hard work you do! In case you missed the CCTM November Newsletter, you still have time to view the great content here: https://t.co/XWICiMU1NH Submit trivia answers by 11/30 to be eligible for the prize drawing!
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We know it has been a tough couple of years for everyone, so we'd love to reconnect with our wonderful #MathCircles community! We are hosting an #online & #interactive event on Thu. 12/8 at 4pm PT, featuring a series of speakers. Save the date! Details will be announced soon!
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It’s not too late! You can still register for CCTM Virtual PL Session: EmPowering Students Post Pandemic with Dr. Joseph Bolz. Hope to see you this afternoon (11/16) at 7:00 pm (MDT)! Register here: https://t.co/kftfAVXGBy
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Had lots of fun with a challenging problem at out first #mathcircles session for teachers & students! @MathCircleNet @jamestanton
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Have you heard? The Colorado Council of Teachers of Mathematics just released its November Newsletter! Check it out here: https://t.co/sVNyv4Pe8c
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We still have some spots left for #MathCircle sessions on Saturday, November 5th for teachers and students. Please sign up: Teachers: https://t.co/EtxeFuLP2N Students: https://t.co/QEIHXL2vqN
docs.google.com
Northern Colorado Math Circles will have its first on campus event on November 5th Saturday from 10am to 12:30pm in Ross Hall 2090, University of Northern Colorado. Please fill out this form by noon...
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Come and solve fun problems at our #MathTeachersCircle event with @jamestanton on November 5th Saturday. RSVP link is on our website:
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Excited about November 5th sessions for teachers & students! Hope to see many @greeleyschools teachers and students back on @UNC_Colorado campus for #mathcircles
We are back! Northern Colorado Math Circles will host its Fall 2022 event on Saturday November 5th at UNC. Check out our website for more information and RSVPs: https://t.co/d3YdL8A1Fs
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Global Math Week cometh: Oct 10-17! Five piles each 100 coins. Each coin ideally 100g. But maker could have cheated & made each coin in some piles 99g or each in a pile 98g. Select some coins & get their total weight one time. You can find the cheat piles! https://t.co/zaUsB8SgL9
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Puzzles solved with #explodingdots. Ever played with @JimPropp 's base 3/2? Care to with your students during Global Math Week ( https://t.co/YkWSi2UNZa), Oct 10-17? Writeup: https://t.co/05dDba6vAV
@GlobalMathProj @maanow @AIMathCommunity @MathPlusAcademy #gmw2022
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We are back! Northern Colorado Math Circles will host its Fall 2022 event on Saturday November 5th at UNC. Check out our website for more information and RSVPs: https://t.co/d3YdL8A1Fs
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Join us for CCTM's 2021 annual conference Lessons Learned: Moving Mathematics Teaching and Learning Forward! The conference will be held virtually on September 29-October 2nd. Register before August 31st to get our early bird discount! Register at https://t.co/x4zJ7S1utg today!
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For any given triangle, is it for sure possible to find three points on its boundary that form an equilateral triangle?
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