Discrete mathematics brings interesting problems for teaching and learning proof, with accessible objects such as integers (arithmetic), graphs (modeling, order) or polyominoes (geometry). Many problems that are still open can be explained to a large public. The objects can be manipulated by simple dynamic operations (removing, adding, 'gluing',…

While helping proofread a book during my doctoral studies, I came across a chapter that included (among other things) a discussion of a set of problems and tasks involving the building of towers using only two (or three) colours of cubes (Maher & Ahluwali, 2014). Later that year, as I started my tenure track position at the University of…

Simulation studies are the basic tools of quantitative methodologists used to obtain empirical solutions to statistical problems that may be impossible to derive through direct mathematical computations. The successful execution of many simulation studies relies on the accurate generation of correlated multivariate data that adhere to a particular…

The basic notions of combinatorics, including systematic listing and permutations, are important topics of mathematics that are recommended to be learned eventually from elementary schools. However, there is little research in mathematics education regarding elementary students' combinatorial strategies. The purpose of this research is to…

Service design is an inclusive and powerful process that works in any industry that produces services. The field of nursing is no exception. Transferring service design knowledge from experts in institutions to the students in different specialties and fields of study is important to spread its use. This case study follows the implementation of…

This article explores integrating a STEM equity framework in analyzing primary picture books, focusing on providing equitable access to high-quality STEM learning experiences for all students. It delves into the multifaceted nature of STEM literacy, emphasizing critical thinking, problem-solving, utility, applicability, empathy, STEM dispositions,…

Computational thinking is an essential ability for students in the 21st century. Therefore, this study described students' mathematical computational thinking process in terms of self-efficacy of eighth graders, consisting of 32 students. The applied instruments were self-efficacy questionnaires, computational thinking ability tests, and interview…

This article explores: (1) the barriers facing students and teachers regarding this type of assessment, and (2) a proposed framework for overcoming these barriers. In this study, the barriers and corresponding assessment techniques were determined by interviewing a sample of 17 students and five teachers. The main barrier reported by the students…

Students' success in physics problem-solving extends beyond conceptual knowledge of physics, relying significantly on their mathematics skills. Understanding the specific contributions of different mathematics skills to physics problem-solving can offer valuable insights for enhancing physics education. Yet such studies are rare, particularly at…

Despite the growing use of the Internet as a source of information for learning, few studies have focused on developing strategies to teach the skills of reflecting on and evaluating the contents and structure of the texts found online. In response to this, we designed and tested a method for teaching reading literacy based on an adaptation of the…

The most common challenges students face in solving first-order ordinary differential equations (ODEs) can be overcome by identifying the types of errors, understanding the factors that cause difficulties, and finding appropriate solutions. Therefore, this research aimed to adopt a descriptive qualitative approach, including nine sixth-semester…

The present pilot study outlines findings from a study that evaluated the efficacy of educational robots in enhancing children's cognitive skills and historical knowledge. Applying LEGO® Wedo 2.0, the study focused on typically developing nine-year-old students in a K-12 public school setting. The hypothesis posited that students using robotics…

Strategies are proposed that promote use of an Integrated Applied Mathematics (IAM) approach to enhance teaching of advanced problem-solving and analysis skills. Three scenarios of 1-dimensional transport processes are presented that support using Error Function analyses when considering short time/small penetration depths in finite geometries.…

When students use metacognition, they can more effectively problem solve on their own and in groups. Most metacognition studies have focused on individual learners while a few studies have begun to explore the metacognition learners use in social settings. Little is known about the comparison between how an individual student may use metacognition…

Future needs and challenges, especially in complex real-world problem-solving, require education to equip individuals with quality skills. Inquiry-based learning that integrates socio-scientific issues (SSI) can significantly develop students' problem-solving skills. This study aims to test the effects of the Socio-Scientific Real-world Inquiry…