This experimental investigation seeks to confirm and extend previous investigations that resource interdependence vs. independence during problem-solving relatively extends the problem representation phase before convergence on a solution. In this current investigation, ninth-grade Korean native language participants (n = 240) worked online to…

This article focuses on students' meaning-making when working with mathematics textbooks from a multimodal approach that encompasses all resources for communication, which is an under researched area. Central to this study are the designed meanings of the textbooks and the affordances discovered by students when working with the textbooks. Video…

In this study we designed, implemented, and evaluated a Problem-based Learning (PBL) course to teach undergraduate students about Viral Hepatitis from a Health Geography perspective. The course was attended by undergraduate students with no previous experience with PBL from a college in the Brazilian Amazon state of Acre. The course design was…

Meaningful learning occurs when individuals connect their existing knowledge with their current understanding. Unfortunately, many teaching practices neglect the learners' subconscious knowledge, also known as their "funds of knowledge." The result is a disconnect between school and home knowledge, social injustice towards students whose…

This paper analyzes the effects of active learning (AL) on the social entrepreneurship (SE) of physical education teacher education students (n = 158) from an Urban School. AL participants applied several strategies including but not limited to flipped classroom, problem solving, team projects, or case studies. The topic was approached using mixed…

Engineering technology students often forgo a methodical approach of solving or answering questions on assignments or exams in favor of an intuition-based approach, emphasizing educated guessing (Broberg et al., 2008). Faculty observations have noted these student solutions often provide explanations, usually sans calculations, to support answers…

We examined widely used popular calculus textbooks to explore opportunities to learn the limit concept. Definitions, worked problems, and exercise problems were coded to examine if these tasks allow students to use informal thinking to coordinate domain and range processes to understand the infinite process of limit. Results revealed many exercise…

Background: Creativity is an important skill for the future society and developing students' creativity is an important part of science education. Working on a creative science project may help developing students' creative abilities, and the interaction between teacher and students during the work on defining a problem and solving the problem, is…

A crucial component of mathematics curriculum in primary education is represented by the ability to solve arithmetic word problems. Previous studies investigated predominantly the cognitive factors underlying this skill, neglecting the role of emotional (e.g. math anxiety -- MA) and metacognitive aspects (e.g. perceived difficulty). Some findings…

This is the protocol for a Campbell systematic review. The objectives are as follows: The purpose of this review is to synthesize the evidence about the efficacy of problem solving before instruction (PS-I) to promote learning and motivation in students. Specifically, this review is designed to answer the following questions: To what degree does…

This study represents a large meta-analytic investigation of character education studies. We identified 214 studies up until 2017 (N[subscript Total] = 307,512) with at least one computable effect size comparing a character education program to a control condition. Initial analyses indicated a small, significant average positive effect for…

Grounded in problem-based learning and with respect to four mathematics domains (arithmetic, random events and counting, number theory, and geometry), we designed a series of programming-based learning tasks for middle school students to co-develop computational thinking (CT) and corresponding mathematical thinking. Various CT concepts and…

The purpose of this study was to examine graduate instrumentalists' practice habits, motivation orientations, and the impact of COVID-19 pandemic on their instrumental practice. Data were collected for this qualitative descriptive study through four participants' videotaped practice recordings (N = 4), video-stimulated recall (n = 4),…

Physics is a subject requiring strong logical thinking, and writing a problem-solving path according to logical thinking can enhance students' knowledge and problem-solving ability. The purpose of the study was to explore the effects of problem presentation of different scaffolds (MAPS or dynamic figures) on students' physical problem solving.…

When Daisy Han first encountered a Montessori classroom, she actually felt free. Free to move, free to create, free to explore, free to try, free to fail, free to be. This freedom is essential to becoming an innovator. Innovators possess an irreverence almost as big as their self-efficacy, both of which have been nurtured in an environment where…