Mathematical Concept Turn & Talk
I use the Turn and Talk strategy to get my students to discuss mathematical concepts. Given the shift to using technology (both in and out of the classroom), my students are becoming more and more used to sitting behind a screen and only interacting with the virtual world. I utilize Turn and Talks during lessons to build conversational and interpersonal skills. These quick conversations help students explain their thoughts and practice their articulation skills.
Assessment and data play a crucial role in a blended teacher’s classroom. Blended learning gives teachers an opportunity to assess consistently throughout a class, in a way that drives instruction, impacts grouping, and assignments. Blended educators have to develop capacity to sift through multiple sources of data and synthesizes quickly into action. Check out how Stephen utilizes Assessment and Data here.
Yoda Master is a way for students to learn, practice, and assess a skill that they previously did not master. Students utilize the Workshop strategy in a variation: everyone is remediating a past skill. They first access their formative data trackers and choose a skill they did not master. Then they create a playlist using approved resources and incorporating their learning styles. The teacher will approve the playlist and students begin the process. They have to check back in with the teacher once they have gone through the Learn, Teach, Practice,and Retake steps. The teacher serves as a true facillitator in this strategy, and can still pull groups or do data chats. This is the ultimate level of student agency and self driven learning!
The Vocab Blitz is a visual strategy used to teach concepts through the use of math vocabulary. Students answer deep questions about the relationship between words and math and earn tickets. They place these in the Raffle Jar, which we pick from on Fridays for a small prize. Math vocabulary just for the sake of knowing academic language is good, but the Vocab Blitz explicitly asks students to apply the terms, which allows me to build more rigorous questions and connect ideas (i.e. how volume connects to science). For example, by knowing what the dividend actually is, we have a shared language that we can use when trying to figure out if a problem is asking us to multiply or divide, and to connect to improper fractions' numerator when converting them.