Retention is crucial to the mission of an institution, and University leaders must strategize to increase student persistence. Introductory math can be a gatekeeper or a gateway. Supplemental instruction (SI) can help students' chances of success in math. This study reports on the three-term pilot of an SI program at a private mid-size…

Developing both conceptual and procedural knowledge is important for students' mathematics competence. This study examined whether U.S. Grade 9 general education mathematics teachers' self-reported use of concept-focused instruction (CFI) and procedure-focused instruction (PFI) were associated differently with ninth graders' algebra achievement…

In this cross-national study, we explore the different ways of reasoning-and-proving (RP) presented in three 8th grade textbooks, one from each country: Turkey, Norway, and Slovakia. While the analysis revealed that all three textbooks contain similar numbers of problems involving some form of RP, differences exist in terms of the dominating ways…

Students' difficulties with proofs are well documented. To remedy this, it is often recommended that reasoning and proving be focused on in all grades and content areas of school mathematics. However, proofs continue to have a marginal place in many classrooms, or are only given explicit attention in courses in Euclidean geometry. Geometry is also…

First-year college students experience difficulties in understanding the concepts of derivatives and integrals. At the postsecondary level, the use of static visualization and other traditional instruction delivery methods often are unable to meet students' needs in calculus. This problem is current and essential in the field of education and…

Cutting-edge technology enhances the teaching-learning process, with Multimedia-Based Instruction (MMBI) emerging as a powerful tool to achieve educational goals. MMBI creates visually engaging, resource-rich materials that support students in understanding abstract mathematical concepts, boosting interest and curiosity. According to Mayer (2001),…

We investigated a district mathematics specialist's efforts to develop high school mathematics teachers' adaptive expertise through a process of distributed leadership using mathematics language routines (MLRs) to teach multilingual learner students. The mathematics specialist, a former teacher with 25 years of K-12 teaching experience in the…

This article describes how a group of elementary teachers tried to conference with students during mathematics instruction. Teachers participated in collaborative discussions and instructional coaching, and they observed instruction together to deepen their understanding of conferencing and implementing conferences in their classrooms. Despite…

Over the past few years, the author and her colleagues have been engaged in a teaching and research project that explores what it means to "connect math to the real world" and how to effectively design and implement mathematics lessons that integrate real-world, sociopolitical issues with mathematics in elementary classrooms.…

This study used the Motivated Strategies for Learning Questionnaire (MSLQ) to assess the motivation and learning strategies of students in a self-paced developmental mathematics class. A total of 194 undergraduate students participated in this study. Descriptive statistics, correlation coefficients, and regression analysis were conducted to assess…

Background/purpose: The application of learning models is expected to significantly promote the enhancement of students' problem-solving abilities through the development of interactive learning models. This study aims to (1) determine whether the Development of the Component Display Theory (CDT) Model is categorized as valid, practical, and…

The National Council of Teachers of Mathematics (NCTM), in 2024, released a position statement on the intersection of culture and mathematics that includes the imperative to recognize mathematics as a "human endeavor and a creative pursuit" (para. 1). To accomplish such a large and complex goal, educators will need a multi-pronged…

Baseball. Subway line. Maps. A flower. Each of these contexts involves some form of varying motion or constant change over time: the bi-directional motion of a fly ball, the speed of a subway car, or the growth of a flower until bloom. This article does not highlight students' calculus problem-solving abilities, but rather describes a set of…

Pre-university mathematics enabling courses can potentially change adult learners' perceptions and beliefs around mathematics, enhance self-efficacy, personal confidence, motivation, and enable achievements that support future study and career goals. Enabling courses, however, often require highly individualised curricula and approaches that can…

Digital game-based learning (DGBL) is a pedagogical approach employed in educational contexts, wherein digital games are utilised to effectively attain specific learning outcomes. For teacher professional programmes to develop appropriate curricula on DGBL pedagogy, it is important to understand how teachers currently use DGBL in their teaching…