Problem solving is considered an essential ability for becoming an expert in physics, and individualized feedback on the structure of problem-solving processes is a key component to support students in developing this ability. Problem-solving processes consist of multiple elements whose order forms the sequential structure of these processes.…

Background/Context: Kindergarten mathematics instruction is critical for students' future academic success. The nature and quality of this instruction may vary depending on classroom characteristics. However, little empirical work has examined how mathematics instruction in kindergarten might differ based on classroom performance levels. Purpose,…

This article uses the concurrent mixed methods design to explore the errors made by 171 Grade Seven learners in algebraic problem-solving within the Assin Central Municipality in Ghana. The participants were categorized into low-achieving and high-achieving groups based on their performance in a pretest, to help provide a detailed examination of…

Many students arrive at colleges and universities underprepared for college-level mathematics courses. In the United States, these students are required to complete developmental mathematics courses before completing the required mathematics courses for their degrees. Students who are required to take developmental mathematics courses frequently…

Background: Proficient reading skills are crucial for Foundation Phase learners to develop critical thinking and problem-solving abilities. The 2021 PIRLS assessment highlighted alarmingly low reading proficiency among ten-year-olds. Effective reading instruction, and a positive reading environment are essential for developing confident, skilled…

This paper explores misconceptions and errors (M/Es) of eighth-grade students in Nepal with a quasi-experimental design with nonequivalent control and experimental groups. The treatment was implemented with teaching episodes based on different remedial strategies of addressing students' M/Es. Students of control groups were taught under…

Creative thinking is high-order thinking that is not easy to stimulate with conventional learning, especially to solve complex physics problems. However, the learning strategy chosen must be in accordance with the teaching materials and students characteristics. Creative thinking is very important especially for low-ability characteristic in…

Computational thinking (CT), the ability to devise computational solutions for real-life problems, has received growing attention from both educators and researchers. To better improve university students' CT competence, collaborative programming is regarded as an effective learning approach. However, how novice programmers develop CT competence…

Academic and behavior problems co-occur in students at rates higher than chance, with rates ranging from 10% to 50% (Darney, Reinke, Herman, Stormont, & Ialongo, 2013). Such comorbidities lead to an increased risk for negative symptoms, including depression, substance use, violence, and delinquency (Darney et al., 2013). Combined…

Despite the need to possess adequate problem-solving skills (Grady, Watkins, & Montalvo, 2014), mathematics performance among students--especially in urban communities, remains stagnant (NCES, 2003; TIMMS, 2015; NAEP, 2019). Langlie (2008) held problem-solving skills introduced in elementary schools would prepare students for tremendous…

Despite the need to possess adequate problem-solving skills (Grady, Watkins, & Montalvo, 2014), mathematics performance among students -- especially in urban communities, remains stagnant (NCES, 2003; TIMMS, 2015; NAEP, 2019). Langlie (2008) held problem-solving skills introduced in elementary schools would prepare students for tremendous…

Despite the need to possess adequate problem-solving skills (Grady, Watkins, & Montalvo, 2014), mathematics performance among students--especially in urban communities, remains stagnant (NCES, 2003; TIMMS, 2015; NAEP, 2019). Langlie (2008) held problem-solving skills introduced in elementary schools would prepare students for tremendous…

The study investigates effectiveness of Problem Solving Approach (PSA) in teaching mathematics to students studying at grade 8 in public schools. Pretest-posttest equivalent group design was used to conduct this study. The researcher applied matching technique to place the students in experimental and control groups (CG).Achievement test was used…

High schools commonly use a differential approach to teach minima and maxima geometric problems. Although calculus serves as a systematic and powerful technique, this rigorous instrument might hinder students' ability to understand the behavior and constraints of the objective function. The proliferation of digital environments allowed us to adopt…

Scientists and other professionals across the globe require employees to collaborate, think critically, and solve problems effectively. To this end, the "Next Generation Science Standards" (NGSS) have a vision of ensuring that through inquiry, collaboration, and evidence-based instruction, students will have the necessary skills to be…