Current research shows community college students face numerous obstacles that limit their success in developmental mathematics courses. This study surveyed students to determine whether flipped learning produced differences in student engagement or factors related to passing rates compared to that of traditional teaching for different…

We present a free student-facing tool for creating 3D plots and smartphone-based virtual reality (VR) visualizations for STEM courses. Visualizations are created through an in-browser interface using simple plotting commands. Then QR codes are generated, which can be interpreted with a free smartphone app, requiring only an inexpensive Google…

As COVID-19 continues to impact various business sectors, university administrators have steadily pushed for all academic units to resume on campus operations and activities; conversely, faculty and students have expressed increased interest in continuing online teaching/learning. We aim to mitigate this "tug-of-war" between…

In this work, we studied the use of open education resources (OER) in the form of online modules combined with an open textbook as it relates to student performance and perceptions in a Linear Algebra course. In this approach, we compared student performance and perceptions from three sections of this intermediate level mathematics course. One was…

Community colleges continue to operate in a society of accountability and efficiencies. Throughout the country, states have implemented performance-based funding and completion agendas while also tightening or restricting funding for higher education. The state of Ohio has implemented one of the boldest performance funding plans in the country…

In this article we present three group activities designed for math students: a balloon-twisting workshop, a group proof of the irrationality of p, and a game of Math Bingo. These activities have been particularly successful in building enthusiasm for mathematics and camaraderie among math faculty and students at Kenyon College.

Objective: Quantway is a Carnegie Math Pathways initiative, which redesigns the content, pedagogy, and structure of traditional developmental mathematics courses to simultaneously tackle traditional barriers to student success and support a broad range of developmental students in achieving their mathematics potential. Specifically, Quantway is a…

Instructors in higher education are very familiar with the Likert scale Students' Evaluation of Teaching (SET) used to evaluate teaching. Researchers have raised concerns about biases affecting the results of SET surveys, as well as their validity and reliability and use in high-stakes decision making. Here, we demonstrate that Q methodology,…

We present a study of classroom voting in linear algebra, in which the instructors posed multiple-choice questions to the class and then allowed a few minutes for consideration and small-group discussion. After each student in the class voted on the correct answer using a classroom response system, a set of clickers, the instructor then guided a…

A university and a career technical education (CTE) center joined forces to offer dual credit courses. Two institutions worked together to create and implement five different dual credit courses in the areas of physics and mathematics. This paper presents two major findings. First, results of the student's evaluations of their dual credit…

The purpose of this study was to determine if the use of a graphical teaching and learning approach via the graphing calculator enhances students' understanding of the formal definition of limit. College students in six sections of Calculus I participated by completing a test prior to the introduction of the definition, and completing a second…

This article reports research involving collaboration between a developmental studies department and a mathematics department in an effort to increase the academic success of developmental students who transition into college-level math. Three separate projects were conducted with former developmental math students currently enrolled in an…

An aspect of the long history of the struggle to quantify motion is briefly traced through three extended problem sets suitable for use in first year calculus courses. The sketch culminates with an application of simple mathematics to one of the most current problems in the theory of the universe. (Contains 2 figures.)