This study aimed to examine the inversion skills of preschool children. Within the framework of the main objective of this study, the differentiation of children's inversion skills was analyzed according to various variables (age, gender, school type, mother's and father's education level). The study group consisted of a total of 80 children (40…

This study proposes "task of teaching" as an organizer of dimensionality in teachers' subject matter knowledge for teaching (SMK) and investigates it in the context of measuring SMK for teaching high school geometry (SMK-G). We hypothesize that teachers use different SMK-G in different aspects of their teaching work and that such…

This study explores student teachers' views regarding problem solving in mathematics classrooms. The participants in the study were Bachelor of Education students registered for their second year of teaching practice (at a distance institution) who were asked about their experiences of teaching a mandatory mathematics problem-solving lesson while…

This qualitative descriptive study explored the value of games as pedagogical tools to teach team working and foster collaborative learning in a higher education classroom. Groups of three or four students (n = 181) were asked to participate in a simple low-tech serious game which required them to solve a puzzle. The puzzle simulated 'good'…

Factors affecting the quality of education can be observed from students' problem-solving abilities and academic learning achievements. This research aims to examine a direct relationship between students' problem-solving abilities and academic learning achievement by using a science, technology, engineering, and mathematics (STEM) education at a…

To have insight into cognitive load (CL) during online complex problem solving, this study aimed at measuring CL through physiological data. This study experimentally manipulated intrinsic and extraneous load of exercises in the domain of statistics, resulting in four conditions: high complex with hints, low complex with hints, high complex…

We have the ability to capture data from students' interactions with digital environments as they engage in learning activity. This provides the potential for a reimagining of assessment to one in which assessment become part of our natural education activity and can be used to support learning. These new data allow us to more closely examine the…

Reflective thinking, problem solving and probabilistic thinking are important processes in mathematics education and considered to what extent those processes can be carried out by elementary school students is essential. The study is conducted with 188 eighth grade students. As a result, no significant difference is observed in reflective…

Globally, nations are grappling with massive social and economic disruptions and the disparities exposed by the COVID-19 pandemic. The world is in the middle of a wicked problem--one so complex that it is difficult to find a solution. The "Story Model" was developed as a transdisciplinary curriculum model and a collaborative…

This article shares analysis regarding quantum mechanics students' metarepresentational competence (MRC) that is expressed as they engaged in solving an expectation value problem, which involves linear algebra concepts. The particular characteristic of MRC that is the focus of this analysis is students' critiquing and comparing the adequacy of…

The current study was undertaken to assess the soft skills needs of student teachers at Kuwait University, which led to the authors developing a two-part Likert-type questionnaire. The first part covered 49 soft skills categorized into five skills dimensions: employability, study, social, self-control, and problem-solving. The second part included…

Background: The Metacognitive Affective Model of SRL (MASRL) considers the relationships between metacognition, motivation, and affect. Notably, it provides a theoretical framework to understand how subjective experiences (metacognition and affect) change self-regulation from a top-down to a bottom-up process and vice versa. Aims: The study…

In this article, the author describes how to help develop students' conceptual understanding of fractions through the tactical card-based game Nearest to One. Nearest to One promotes number-sense based strategies for comparing fractions, such as benchmarking (e.g., Is the fraction greater or less than one-half?) and building to the next whole,…

The Zen concept of beginner's mind describes how one's level of awareness can open one's mind to growth and possibilities, an attitude that would be beneficial for many mathematics students. In this naturalistic case study, two small groups of middle years students engage in the same mathematical task, one group demonstrating the characteristics…

Creativity is universal. Every one of us possesses creativity to some degree. Although creativity abilities are natural endowments. Though creativity expression, something new or moral is produced. Problem-solving ability is a mental process that is the conducting part of the larger problem process that includes problem finding, shaping, and…