STEM Sea, Air, and Land Remotely Operated Vehicle Design Challenges for Rural, Middle School Youth

A teacher uses formative assessment interviews to uncover evidence of students’ understandings and to plan targeted instruction in a mathematics intervention class. Authors present an example of a student interview, a discussion of the benefits and challenges of conducting interviews, and actionable suggestions for implementing them.
MacVicar, T. J., Brodesky, A. R., and Fagan, E. R. (2021). The power of interviewing students. Mathematics Teacher: Learning and Teaching PK-12, 114(6), 436–444.
A teacher uses formative assessment interviews to uncover evidence of students’ understandings and to plan targeted instruction in a mathematics intervention class. Authors present an example of a student interview, a discussion of the benefits and challenges of conducting interviews, and actionable suggestions for implementing them.
Reasoning Language for Teaching Secondary Algebra (ReLaTe-SA) is working in partnership with the San Antonio Independent School District to investigate the algebraic reasoning and discourse tools that secondary mathematics teachers use to make algebra concepts accessible for students and orchestrate and respond to student work on mathematics tasks. We are investigating teachers' algebraic discourse through written surveys, interviews, and a year-long professional development program focused on enhancing students' opportunities for algebraic reasoning in the classroom.
This poster provides an overview of our three-year project where researchers are using a design-based research approach to develop, pilot, and refine a set of coordinated and complementary practice-based activities that teacher education programs can deploy to provide practice-based learning opportunities for preservice teachers. The goal is to help the preservice teachers to engage in authentic, purposeful, and scaffolded approximations of practice as they develop their ability to facilitate argumentation-focused discussions in mathematics and science.
The Building on MOSTs project focuses on improving the teaching of secondary school mathematics by exploring the teaching practice of building on MOSTs (Mathematical Opportunities in Student Thinking). We cyclically work with teachers to enact the practice, analyze those enactments, and refine our understanding of the practice. Building consists of four elements: (1) Establish, (2) Grapple Toss, (3) Conduct, and (4) Make Explicit.
PI: Keith Leatham, Brigham Young University
With operating title Researching Order of Teaching (ROOT), this project brings together 100 middle grades mathematics teachers in a teacher-researcher alliance to articulate effective instructional practices for promoting modeling and problem-solving achievement. Strategies center around Explicit Attention to Concepts and Student Opportunities to Struggle, culminating in a randomized cluster crossover trial. The poster includes results from the first two years, featuring professional development materials, a video observation tool, and findings from classroom studies.
Our vision is to make computational modeling a sustained practice in middle school science classrooms. We are working closely with teachers to design a tool and curricula that integrate computational modeling with data practices and enables students to move towards unpacking models and their underlying assumptions. Our research questions involve investigating 1. students modeling trajectories in this environment; 2. how classrooms norms develop over time; and, 3. the interplay between computational modeling and data practices.