In this blog, guest writer and aspiring teacher Lauryn Zaimes describes her insights into the intricacies of teaching with inquiry gained while videotaping a semester of Calculus. I hope that reading her experience will motivate practitioners like you to ask students to video tape your class sometime. While Lauryn clearly learned a lot from her experience, I learned at least as much!
This Fall (2016) the 13 students in my honors mathematical explorations class embarked on the journey of understanding some mathematical ideas behind maypole dancing. In this blog you can find some videos about maypole dancing, student work proving our conjectures and a beautiful writing project by Sarah Dunn about mathematics, running and maypole dancing.
Sarah Dunn, student in the Honors Learning Community for "Mathematical Explorations" and "English Composition," reflects on connections between the challenges of running and grappling with the mathematics of maypole dancing. She sees connections in the role played by community support, the thrill of venturing into the unknown, and the passion in pursuing a personal challenge.
I believe that one learns best using inquiry. Therefore the guiding principle of our workshops is to not lecture about how to teach using inquiry but to facilitate activities what will lead the participants to discover the teaching ideas themselves. Since we don't have video clips (yet) from most of our workshops, we invite you to read this vignette.
Solving the Rubik’s cube was one of the main themes in my Mathematical Explorations class this semester. My students believed for most of the semester that they would never ever be able to solve the cube. Watching them overcome this belief was powerful for all of us. One of the main goals of my course is for students to change their beliefs about their mathematical abilities and to become more persistent, confident and creative in problem solving. And the Rubik's cube does just that.