Research suggests that collaborative learning may enhance the benefits to learners when solving cognitively demanding tasks. However, there are concerns about how students with different achievement and engagement levels perceive these benefits. This study examines how students with varying achievement and engagement levels respond to…

Background: Metacognitive processes have been linked to the development of conceptual knowledge in STEM courses, but previous work has centered on the regulatory aspects of metacognition. Purpose: We interrogated the relationship between epistemic metacognition and conceptual knowledge in engineering statics courses across six universities by…

This grounded theory study identified and described eight leadership phases of the school consolidation process from the perspective of receiving school principals. The study was conducted during the 2023-2024 academic year in a large suburban district that was undergoing wide-ranging consolidation of elementary schools due to declining…

Word problems are frequently used math problems that aim to bridge the gap between school mathematics and real life. As real-life situations usually involve many factors, word problems should not be oversimplified by focusing only on the numerical information provided by word problem statements. Furthermore, students should be expected to solve…

This research examines the integration of computational thinking in mathematics education, specifically examining its impact on students' algebraic reasoning. By teaching core computational concepts such as pattern recognition, decomposition, and algorithmic thinking, students develop a deeper understanding of algebraic structures and processes.…

This article aims to characterise geometric and computational thinking of future Early Childhood Education teachers through participating in a robotic problem-solving activity for 5-year-old pupils using MatataBot, MatataLab's educational robot. The study, carried out during academic year 2022-2023, involved 42 early childhood education students…

Interest in using mathematics and science videos in educational settings has surged in recent years. Yet there remains a gap in researchers' understanding of the ways in which students make sense of the ideas expressed in the videos. In this study, thematic analysis was used to identify how eight high school students made sense of and engaged with…

This study examines how Scratch can influence mathematical generalization in secondary school students. Real-life problems were adapted and presented to students as part of a problem-solving process. The study focused on the generalization process in terms of mathematization and verification. Data was collected through screen recordings and…

In this qualitative inquiry, we explored teachers' experiences and sensemaking processes with digital mathematical task design (or tool-based math problem posing) in their natural form and context. A purposive sample of math teachers from three schools attended teacher workshops where they designed applied math problems using an architecture…

This study examines whether and how Palestinian/Arab Israeli (P/AI) mathematics teachers attribute specific kinds of problem-solving strategies to gender. Using responses to a questionnaire from 359 secondary teachers, we investigated whether and how teachers associate gender with three types of solutions (algorithmic, creative, or…

Creative idea selection--the selection of the most creative idea(s) from available ideas--is an important yet understudied topic. Creative idea selection can be performed by the idea generator (i.e., "intrapersonal" selection) or by another person (i.e., "interpersonal" selection). In the current research, we examined whether…

Many design frameworks introduced to novices are not compatible with the behaviours and habits of mind of expert designers. This creates a barrier to effective practice, especially when novice designers tackle ill-defined, wicked problems. The W-model is a pedagogical framework that provides a prescriptive design model for novices, enabling them…

Recently, the field of adaptive learning has significantly attracted researchers' interest. Learning path adaptation problem (LPA) is one of the most challenging problems within this field. It is also a well-known combinatorial optimization problem, its main target is the knowledge resources sequencing offered to a specific learner with a specific…

This note deals with some variants of the integral mean value theorem. Mainly a variant of Sahoo's theorem and a variant of Wayment's theorem were proved. Our approach is rather elementary and does not use advanced techniques from analysis. The simple auxiliary functions were used to prove the results.

Conducted based on the idea that there are similarities between "action research" and "curriculum development" processes, in this study, the aim was to develop a model that practitioners can use to understand and improve the practical curriculum. To this end, first, the phenomena of "curriculum", "curriculum…