Inquiry is the essence of social studies, and inquiry "looping" in social studies curricula means offering students opportunities to engage in inquiry in regular intervals and in a coherent fashion within and across grade levels. This can benefit the youngest students since they are filled with hope and want to make a difference in the…

The National Council of Teachers of Mathematics's "Principles to Actions" (NCTM, 2014) cites posing purposeful questions and eliciting and using evidence of student thinking as effective mathematics teaching practices. Interviewing students creates opportunities for teachers to develop these practices. Through interviewing, they can try…

This article describes the two types of reasoning in fraction conceptions that students often use, "gap" and "missing piece," and one that the authors aspire their students to reach, "residual." Each of these types of reasoning are underpinned by a different conception of fractions. Students who use "gap…

For students to develop adequate conceptual understanding about fractions, they require experiences that afford them opportunities to think flexibly about multiple interpretations of fractions. This article presents a sequence of lessons designed to offer such experiences for students in Years 3 and Year 4. The lessons adopt a challenging tasks…

Digital curricula can constrain teachers with ready-made instructional materials. The authors used Mathematics Teaching Practices (MTPs) to modify a digital curriculum to engage students in more thoughtful and meaningful lessons. In this article, the authors visit one of their third-grade classrooms, in which they used the prescriptive digital…

This article features highlights from an integrated curricular unit designed to challenge how the gender gap influences young learners' gender stereotypes of STEM professions by allowing students to question their own biases about these occupations while learning herstory. It was implemented in a third-grade classroom in a suburban elementary…

Meaningful inclusion of quantitative reasoning into mathematics instruction requires meaningful ways to evaluate it. Few formative assessments exist to evaluate the strategies students use when reasoning mathematically. The Framework for Evaluating Quantitative Reasoning Strategies presented in this article provides teachers with categories for…

More research attention and implementation support are needed for mathematics intervention as student achievement in this area continues to fall below desirable levels. Incremental rehearsal is an intervention to help students build reading, vocabulary, and math fluency. Research supports the use of incremental rehearsal for improving math fact…

Diverse children's literature can support understandings of our world as culturally, linguistically, and socially rich. It can cultivate empathy and understanding, and open a dialogic space of possibilities. In this article, we examine how "purposefully selected" children's literature prepares needed conditions for dialogic space:…

Journey with a third-grade community of writers as they develop their writing identities and abilities in a responsive approach to writers' workshop. Instruction is framed around the writers' workshop approach, where students' choice and voice are centered within extended periods of time for writing, alongside daily mini-lessons addressing the…

The authors define two mathematical cognitive verbs which are fundamental to the development of mathematical thinking and reasoning. They distinguish between 'describing' and 'explaining' in relation to doing mathematics, rather than using them interchangeably.

State leaders have long recognized the value of statewide tests. Many had well-developed testing systems long before the No Child Left Behind Act, signed in 2002, required annual assessments in grades 3-8. Another sign of that recognition is the recent plethora of new state testing requirements for K-3 students. But would states continue to test…

"Nature-based learning" is learning through exposure to nature and nature-based activities (Jordan and Chawla 2019). Nature and mathematics can be connected through teaching and learning with natural materials (objects from nature) or teaching and learning in outside spaces. In this article, the authors elaborate on the rationale for…

Culturally rich stories may not explicitly refer to mathematical content. Consequently, teachers may overlook the potential for using content-invisible literature as a resource for mathematical investigations. Reflecting on the key elements of the what from the What-How-Who structure builds teachers' capacity to develop paramount tasks from…

Representation in science is anything that stands for something else--drawings, pictures, graphs, or other representational forms (Danish et al. 2020). Representations serve as public displays of phenomena that make aspects of those phenomena explicit (Gilbert 2008). They can serve to make the invisible visible, communicate ideas, display…