This article walks through the experience of two instructors from Northeastern State University who helped the College of Business and Technology implement work-based learning. Work-based learning was implemented in response to the changing needs of businesses, however, there were some struggles that had to be worked through in order to make this…

Advancements in computing have led to increased interest in integrating computational thinking in the K-12 curriculum. Computational thinking can be defined as a problem-solving process with the goal of developing algorithms that can be coded for computer use. With its emphasis on problem solving, the processes associated with computational…

The research aims to determine whether secondary school students' digital literacy and problem-solving skills predict 21st-century skills. It is a correlational survey study. The population of the research is the students studying in secondary schools in formal education institutions in Elazig. The sample of the research is 490 secondary school…

Proportional reasoning has been greatly influencing the development of students' mathematical abilities. Along with the area conservation ability, it helps elementary students comprehend area measurement. This exploratory study aimed to produce qualitative-descriptive data on elementary students' proportional reasoning in solving the conservation…

Pair programming (PP), as a mode of collaborative problem solving (CPS) in computer programming education, asks two students work in a pair to co-construct knowledge and solve problems. Considering the complex multimodality of pair programming caused by students' discourses, behaviors, and socio-emotions, it is of critical importance to examine…

Online peer assessment (OPA) has been increasingly adopted to develop students' higher-order thinking (HOT). However, there has not been a synthesis of research findings on its effects. To fill this gap, 17 papers (published from 2000 to 2022) that reported either a comparison between a group using OPA (n = 7; k = 22) and a control group or a…

Due to the structured format of most engineering courses, the number of opportunities for engineering students to view matters differently from the traditional ways is limited. Therefore, a mandatory requirement was introduced into three engineering courses for students to propose an out of the ordinary solution to certain technical problems,…

Contribution: This study identifies the skills required by the faculty to mentor first-year interdisciplinary design projects. The findings are compiled as a set of themes that can act as a guide for engineering educators in mentoring interdisciplinary design projects. Background: The National Academy of Engineering's (NAE) Engineer of 2020 report…

Previous research suggests that there should be a correlation between computational thinking and traditional cognitive and motor skills. At present, academia either considers cognitive skills a part of computational thinking, or investigates the correlation between computational thinking and cognitive skills. Current research on computational…

This paper describes a model of mathematics bianshi teaching using one problem with several solutions, changes, and applications in an inquiry-based classroom. Based on the model of mathematics bianshi teaching, the author discusses a class-room experience where one Chinese mathematics teacher takes a simple plane geometry problem to guide…

STEM Problem solving necessitates a substantial amount of specialized domain knowledge. An important element of problem-solving within the domain includes how knowledge is structured and organized in memory to facilitate efficient retrieval of relevant information and future problem solving. In previous studies, however, problem solving and…

Although writers have advocated a shift from the gifted child to a talent development paradigm, changes in methods for identifying and cultivating talent in STEM are needed. We present evidence that using a talent development paradigm supported by differentiation with an organicist rather than a mechanistic perspective was effective in identifying…

In this paper, we briefly introduce three theoretical frameworks for mathematical identity and why they matter to practitioners teaching undergraduate mathematics courses. These frameworks are narrative identities, communities of practice, and figured worlds. After briefly describing each theory, we provide examples of how each framework can be…

Design science research (DSR) produces knowledge via the design and evaluation of innovative solutions to real-world problems. DSR provides an improved understanding of how and why the solutions work. While DSR is being widely embraced in many research disciplines, its educational pedagogy so far remains immature with little guidance on how best…

This article makes a case for introducing moving averages into introductory statistics courses and contemporary modeling/data-based courses in college algebra and precalculus. The authors examine a variety of aspects of moving averages and draw parallels between them and similar topics in calculus, differential equations, and linear algebra. The…