During our May meeting hosted at Saint Xavier University, we discovered the mathematics of modular quilts and star polygons.
Dr. Dave Klanderman led an exploration that ties modular arithmetic to art. We made colorful quilts based on modular 4 arithmetic using addition and multiplication tables for mod 4.
We also investigated reflection and rotational symmetries of star polygons with
Dr. Jaclyn Murawska and their connection to group theory.
We had a blast exploring the mathematics behind the game SET. Thanks Dr. Kristen Schreck for leading us through such a fun and enriching session and Thanks to the University of St. Francis for hosting us!
We first learned how to play the game SET and played a few rounds with the other mathematicians at our table.
We then answered some mathematical questions about the deck… how many sets are there? What is the probability of randomly choosing a set?
We then explored the geometry of SET… what do points, lines, planes, and hyperplanes look like in SET!
Thanks to all of you who came out! Out next and final meeting of the 2017-2018 school year will be on Monday, May 21st 6:00pm at Saint Xavier University. Hope to see you there! Remember to RSVP here.
We had a great turn out for our first Math Teachers’ Circle Meeting of 2018. Rita Patel and Nicolette Staley presented on the mathematics of Sodoku.
Groups of K-12 teachers, professors, and future teachers worked together to solve some challenging Sudoku. We then discussed different problem-solving strategies one can use to approach these problems
We will continue our game theme in February at University of St. Francis in which we will talk about the mathematics behind the game SET. Hope to see you there. Remember to RSVP at http://bit.ly/MTCFeb2018
Click here to RSVP for the event. Remember, you can earn up to 2.5 PD hours of credit, and free dinner is provided!
Remember to RSVP for our First Meeting of 2018 on January 22nd 6:00-8:30 at Lewis University. Dinner is provided! http://bit.ly/MTCJan2018
The Mathematical Association of America put together an Instructional Practices Guide, that is, a “Guide to Evidence-Based Instructional Practices in Undergraduate Mathematics.” I think this is pretty neat and wanted to share it with you all in case you wanted some light reading for the winter break. =)
Even though most of you teach at the K-12 level, I think there is definitely some overlap in theory! Enjoy!