Date of Award

Fall 12-2016

Degree Type

Dissertation

Degree Name

Ph.D.

Degree Program

Educational Administration

Department

Educational Leadership, Counseling, and Foundations

Major Professor

Christopher J. Broadhurst

Second Advisor

Ann O'Hanlon

Third Advisor

Brian Beabout

Fourth Advisor

Marc Bonis

Abstract

This study conceptualized remedial education as an attrition process in which students either progress onto the next stage or they do not, and had a particular emphasis on how age affects students’ remedial path. The purpose of this quantitative study was twofold. The researcher first sought to understand the points at which students fail to progress within the remedial math process (enrollment in remedial coursework, completion of the remedial sequence, enrollment in a college-level course, and passing the college-level course), and to statistically model the pre- and post-college entry predictors of that attrition among first-time, associate degree-seeking students referred to remedial math in community colleges in Louisiana. The study also had a particular focus upon the effect age has on students’ ability to successfully remediate. Longitudinal, student-level data from ten community colleges in Louisiana were used for the analysis. Multiple logistic regression analysis was utilized to answer the research questions.

Results showed the first step in the remedial process (enrolling in a remedial math course) to be the greatest attrition point, with 88.2% of students failing to enroll in a remedial math class. Gender, high school GPA, age, full-time enrollment, and college GPA were found to be significant predictors of remedial math course enrollment. In terms of the second step (enrollment in a college-level math course), age, extent of remedial math need, unmet financial need, high school GPA, and college GPA were found to be significant predictors. By the third step (enrollment in a college-level math course) and fourth step (passing, with a grade of C or better, a college-level math course), the significant covariates narrowed to extent of remedial math need and college GPA, respectively. With regards to age, this study’s findings reveal that age matters during the first two stages of remediation (enrollment in a remedial math course and completion of the remedial math sequence). Specifically, age decreases the likelihood of enrolling in a remedial math course but increases the likelihood of completing the remedial math sequence.

Rights

The University of New Orleans and its agents retain the non-exclusive license to archive and make accessible this dissertation or thesis in whole or in part in all forms of media, now or hereafter known. The author retains all other ownership rights to the copyright of the thesis or dissertation.

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