This study examines the impact of problem posing on developmental mathematics students. Currently, students enter post-secondary institutions underprepared for college mathematics and are required to take developmental mathematics courses. Given their past challenges with mathematics, the students tend to have negative beliefs and attitudes toward…

Analyses of literacy and numeracy levels worldwide by the Organisation for Economic Cooperation and Development suggest that the U.S. population has one of the lowest numeracy levels among developed nations. Sixty-four percent of American adults are unable to use math and interpret math problems that most higher-level jobs require, and a full 30…

Many college students are required to take at least one developmental math course, but as many as half of them fail to complete their developmental math requirements and never matriculate into college-level courses. To address this issue, the Charles A. Dana Center at the University of Texas at Austin created the Dana Center Mathematics Pathways…

Each year, post-secondary institutions across the nation enroll thousands of students into developmental mathematics courses. Success rates are low for students placed in developmental mathematics courses employing traditional teaching practices. Secondary institutions utilizing more engaging pedagogies and high impact practices, such as…

Until recently, most colleges required students to pass a college-level algebra course in order to earn a degree. As many as 50 percent to 70 percent of community college students enter college unprepared to take these courses, and fewer than 20 percent of such students ever successfully complete a college-level math course; the rest are…

Students taking developmental mathematics courses resist attempting word problems when they are presented to them. Although word problems can help students contextualize learning, develop better understanding of the concepts and apply world knowledge, they constitute an impediment to students' progress in developmental mathematics courses. A…

Developmental mathematics (DSPM) is no longer a roadblock to student success at Jackson State Community College. Previously, all students, regardless of their goals, had to pass or test out of the same DSPM courses before enrolling in the college courses and programs they desired. In Spring 2007, Jackson State began a process of redesigning its…

Research suggests that student enrollment in developmental level courses at the postsecondary education level increases annually. This is occurring because underprepared and/or nontraditional students' reading, writing, or math skills are inadequate to meet the challenges of college-level work. This article focuses on self-explanations as an…

College students enrolled in developmental mathematics and elementary algebra courses typically make the same mistakes repeatedly. Moreover, the same mistakes are made every semester, regardless of the students involved. Lev Vygotsky's concept of fossilization, which refers to the phenomenon of learning being lost over time and only behaviors…

Describes a study examining the effect of hand-held calculators on student achievement in college developmental mathematics classes. Finds no significant differences between control and treatment groups, indicating that students who used calculators scored slightly lower on posttests but achieved higher final course grades as a group than control…

A qualitative case study in 15 community colleges across the country found that learning assistance centers and specialized skills labs are an important means of increasing students' academic preparedness for postsecondary study. Since these facilities provide instruction or support in reading, writing, and math skills, it appears that they play a…

The U.S. Department of Education's Office of Vocational and Adult Education asked CNA Corporation (CNAC) and its partners to identify promising strategies within community colleges, businesses, organized labor, and the military that enable adult learners to improve their math skills and transition to higher level math courses or jobs requiring…

Stresses the importance of metacognitive skills (knowledge of one's own cognitive processes) in mathematical performance. Discusses the differences between metacognitive thinking and metacognitive experiences and the ways they each influence performance. Describes how accurate metacognition improves students' mathematical performance, and outlines…