Teacher Practice

Quality elementary science programs are faced with the challenge of adapting and/or building upon the Next Generation Science Standards (NGSS) in order to provide an essential foundation for student learning and interest in science. As such, these science programs must address how the practices of science can be linked with cross-cutting concepts through meaningful learning contexts that, of necessity, evolve progressively across grades.

Algebraic habits of mind, at the core of five of the Standards for Mathematical Practice, become both a potent and appealing intervention for at-risk algebra students and a solid prevention-model middle-school course either to accelerate algebra or to ensure success in a later algebra course. The session focuses on the habits of mind in that context, in related professional development work that addresses the Standards for Mathematical Practices, and on assessment of algebraic habits of mind in teachers.

The Common Core State Standards for Mathematics (CCSSM) offer an opportunity for districts to push teachers to enact ambitious practices around instruction and curriculum use. However, taking up ambitious practices entails a number of challenges, some of which were evident during the NCTM Standards reform movement in the 1990s and early 2000s, and some of which reflect new approaches and new policy contexts.

The goal of this session is to discuss possibilities, progress, and problems in using learning progression research to support improved assessment and instruction in middle school and high school classrooms.

In this session, several learning progression-related DR K–12 projects share findings and discuss questions around two issues:

The three panelists in this session are in the last one or two years of their game-based learning projects, and all have done extensive work in supporting use of their games in classroom learning. As their work has progressed, each has discovered valuable ways to support teachers as well as encountered surprises in what teachers wanted (and didn’t want), and now recognize things they wished they had learned in the beginning of their projects. Session participants leave with recommendations they can use in their current projects, including:

The original version of the Mathematical Quality and Equity (MQE) video codes (Goffney, 2010; LMT, 2010) were developed as a section of the Mathematical Quality and Instruction observational instrument developed by the Learning Mathematics for Teaching Project at the University of Michigan.