Background: Traditional math instruction that emphasizes procedures and rote memorization is common in math classes, particularly within the United States. Students may be able to perform steps and recite information, but flexible thinking in math is also an important ability. Lay theories assume that extensive experience in math would lead to…

This research aims to investigate into the effect of using learning analytics (LA)-based process feedback on students' perceptions of community of inquiry (teaching, social and cognitive presence) and their reflective thinking skills. By using a mixed-method research approach (QUAN + qual), this study was conducted as an experimental design with…

In this article, the authors argue that teachers need to possess appropriate understanding and diverse pedagogies to successfully move learners from additive to multiplicative thinking. Herein, they offer five pedagogical strategies that teachers can use to help students make this transition. Some of the challenges of learning multiplicative…

Knowledge building is an innovative pedagogy aiming to transform students into expert-like knowledge workers. The purpose of this study was to foster teacher-education students' design performance (i.e., observation, synthesis, ideation and prototypes) in a knowledge-building environment. The participants were 38 college students from a Taiwanese…

The aim of this study is to investigate the relationship between teacher candidates' critical thinking standards and reflective thinking skills. The study investigates the level of critical thinking standard and reflective thinking skills of teacher candidates as well. Also, another sub-problem of the study is whether reflective thinking skills…

The Evidence-based Reasoning model is a systematic inquiry into student learning to determine what interventions are required in classroom contexts. The four step process includes noticing students who need additional support in their learning, the use of assessment data to establish an evidence-base, and subsequent interpretation that leads to…

Measurement concepts such as volume and surface area provide rich contexts for real-world applications of number processes. Despite their importance, many students and prospective teachers show superficial understanding of measurement concepts. A lack of spatial reasoning and integration of geometric knowledge in problem solving situations may be…

Two problem solving cycles are problem-based learning with two learning cycles that can improve students' higher order thinking skills. The knowledge of reproductive health is needed by the student, due to the student as future generation must be ready to facing the reproductive health problem in the future. This study aimed to determine the…

Although the importance of critical thinking skills for students when they enter university is widely endorsed, previous research has shown that incoming students show great variation in levels of critical thinking skills. The pre-university track of secondary education plays a major role in preparing students to think critically at university.…

Developing computational thinking (CT) skills at a young age is critical for preparing preschool children to engage with the technologies that have become central to nearly every occupation and for improving achievements in STEM, literacy, and other disciplines. This paper builds on foundational research in early childhood math and CT by reporting…

In this paper, we offer a comparative review of research on understanding and promoting students' mathematical thinking. The sources for the review are papers that were published in "Educational Studies in Mathematics" ("ESM") during two windows of time: 1994-1998 and 2014-2018. Selection of these two time periods enables us to…

The detailed analysis and scoring of concept maps may not be necessary in order for students to gain from their use in the classroom. A simplified recognition of different types ('species') of map may increase the likelihood of teachers employing maps in their classrooms so that more teachers and students might benefit from concept mapping on a…

This article explores how the philosophy for children (P4C) pedagogical model might be well positioned to support the educational strategies associated with the prevention of violent extremism, through early intervention in children's concept development. Specifically, it considers how the stereotyping of concepts risks interfering with children's…

Making activities and environments have been shown to foster the development of computational thinking (CT) skills for students in science, technology, engineering, and math (STEM) subject areas. To properly cultivate CT skills and the related dispositions, educators must understand students' needs and build awareness of how CT informs a deeper…

We describe how we supported middle-school students developing meanings for quadratic growth by bringing together three theoretical framings and designing a task sequence grounded in that framework. Specifically, this framework was assembled from the research on students' quantitative and covariational reasoning, Realistic Mathematics Education,…