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Author: Robert Allan Greene Publisher: ISBN: Category : Academic achievement Languages : en Pages :
Book Description
Students taking courses in developmental mathematics do so in one of three modalities - some take the classes face-to-face in a classroom with a professor who is physically present, others take the classes in what is known as a blended or hybrid mode in which the professor uses a combination of classroom and online time to teach the course, and another group takes the classes completely online. Increasingly, a growing number of students are taking these courses in a hybrid mode or completely online, and this phenomenon is causing educators to redesign their programs, offering more courses in these two modalities. However, some program leaders do so without any data about the achievement and course completion rates of students in the different modalities. This research 1) investigated the achievement rates of students taking an eight week developmental mathematics course, taught in three different modalities and 2) investigated the course completion rates of students taking an eight week developmental mathematics course, taught in three different modalities. Specifically, the purpose of this study was to examine the achievement and course completion rates of students enrolled in an eight week developmental mathematics course, Elementary Algebra, based on the delivery modality. The study was conducted at a large multi-campus institution located in the southeast United States as the research site. The theories used to frame the research were the Information Processing Theory and Cognitive Load Theory.
Author: Robert Allan Greene Publisher: ISBN: Category : Academic achievement Languages : en Pages :
Book Description
Students taking courses in developmental mathematics do so in one of three modalities - some take the classes face-to-face in a classroom with a professor who is physically present, others take the classes in what is known as a blended or hybrid mode in which the professor uses a combination of classroom and online time to teach the course, and another group takes the classes completely online. Increasingly, a growing number of students are taking these courses in a hybrid mode or completely online, and this phenomenon is causing educators to redesign their programs, offering more courses in these two modalities. However, some program leaders do so without any data about the achievement and course completion rates of students in the different modalities. This research 1) investigated the achievement rates of students taking an eight week developmental mathematics course, taught in three different modalities and 2) investigated the course completion rates of students taking an eight week developmental mathematics course, taught in three different modalities. Specifically, the purpose of this study was to examine the achievement and course completion rates of students enrolled in an eight week developmental mathematics course, Elementary Algebra, based on the delivery modality. The study was conducted at a large multi-campus institution located in the southeast United States as the research site. The theories used to frame the research were the Information Processing Theory and Cognitive Load Theory.
Author: National Academies of Sciences, Engineering, and Medicine Publisher: National Academies Press ISBN: 0309496624 Category : Education Languages : en Pages : 123
Book Description
The Board on Science Education and the Board on Mathematical Sciences and Analytics of the National Academies of Sciences, Engineering, and Medicine convened the Workshop on Increasing Student Success in Developmental Mathematics on March 18-19, 2019. The Workshop explored how to best support all students in postsecondary mathematics, with particular attention to students who are unsuccessful in developmental mathematics and with an eye toward issues of access to promising reforms and equitable learning environments. The two-day workshop was designed to bring together a variety of stakeholders, including experts who have developed and/or implemented new initiatives to improve the mathematics education experience for students. The overarching goal of the workshop was to take stock of the mathematics education community's progress in this domain. Participants examined the data on students who are well-served by new reform structures in developmental mathematics and discussed various cohorts of students who are not currently well served - those who even with access to reforms do not succeed and those who do not have access to a reform due to differential access constraints. Throughout the workshop, participants also explored promising approaches to bolstering student outcomes in mathematics, focusing especially on research and data that demonstrate the success of these approaches; deliberated and discussed barriers and opportunities for effectively serving all students; and outlined some key directions of inquiry intended to address the prevailing research and data needs in the field. This publication summarizes the presentations and discussion of the workshop.
Author: Julian Hsu Publisher: ISBN: Category : Languages : en Pages : 10
Book Description
This paper asks whether placement recommendations for a developmental math course at an elite public institution impact students' future academic performance, course-taking, and college outcomes. Researchers use these specific outcomes to measure whether developmental courses help students develop the skills necessary to succeed in college, inspire them to take different courses, and help them graduate or persist in college. The study examines the ways in which instructor characteristics can drive these outcomes, and whether instruction at this university in a program for low-achieving students and particularly underprepared low-income, first-generation, and underrepresented minority students achieves its goal of reducing achievement gaps. This informs specific course and instructor policies to help underprepared students in their first semesters in college. The research setting is an elite public institution with a large number of students, with an undergraduate enrollment of over 20,000. Researchers gathered the administrative formulas the Office of the Registrar used to calculate student recommendations, and accessed student and instructor administrative data. A regression-discontinuity (RD) framework was used to overcome the hurdle of making estimations since students who take developmental courses are different from students who do not. With the RD strategy, researchers can measure the causal impact of receiving a recommendation for developmental courses. A linear regression was used on the selected sample to estimate the causal impact of the recommendation. Researchers included the index distance above and below the cutoff as additional controls. Using the linear regression and RD framework, results show that students who receive a Definite Recommendation to take Pre-Calculus are more likely to take Pre-Calculus compared to students who receive only a Tentative Recommendation. This shows these recommendations have a significant effect on students' course-taking decisions. Figures are appended.
Author: Jason Bagley Publisher: ISBN: Category : Languages : en Pages :
Book Description
Dweck's mindset, math anxiety, multiplication skills, and attitudes toward mathematics were measured and used to predict student success in developmental math courses as measured by percent of points earned and pass rates. A pre/post survey design research study was conducted with students in Math 990, Math 1010, and Math 1050 at Utah State University. Data were analyzed using linear regression to predict percent of points earned and logistic regression to predict pass rates. Math anxiety was found to have a large and statistically signicant negative effect on student course grades and pass rates. Dweck's mindset was found to be a strong predictor of student success. Multiplication skills were related to student success as measured in percent of points earned in the course, particularly in beginning algebra courses. Students' attitudes toward mathematics, particularly perceived ability and interest in mathematics, predicted very large differences in student achievement and pass rates. The data supported claims that anxiety impacts students' ability to do mathematics and achieve. Dweck's research on mindset and previous research was also supported through the analyses performed. Evidence supports previously made attempts at interventions targeted toward student anxiety and changing students' mindset, as noted by Hattie and Dweck.
Author: Laurence F. Johnson Publisher: ISBN: Category : Algebra Languages : en Pages : 390
Book Description
The study explored the relationship between student academic performance in an exit-level, developmental mathematics course and subsequent academic performance in a college-level mathematics course. Using an ex post facto research design, the study focused specifically on the influence of three sets of factors: (a) demographic characteristics, (b) "stopping-out," and (c) the developmental course. The criterion variables were college-level performance, defined in terms of the student's course grade, and college-level persistence, defined in terms of whether or not the student officially withdrew from the course. A convenience sample of 824 community college students who had completed both the exit-level developmental mathematics course and the entry-level college course during a three-year period from fall 1989 to summer 1992 was used for the data set; the students in the set were shown to be similar to several populations of developmental students. Discriminant function analysis indicated that the data supported the hypotheses. The discriminant function was calibrated on 364 cases randomly selected from the data set; the remainder of the cases were used to cross-validate the results. Cross-validated correct classification rates of 76.74% for academic success and 81.09% for persistence were obtained. The major conclusions of the study were: (1) Developmental course performance is a significant discriminator of college-level mathematics performance and persistence. (2) The length of time a student allows to pass between exiting the developmental course and entering the college-level course is a negatively related discriminator of both college-level performance and persistence. (3) Student age is a positively related discriminator of college-level mathematics performance. (4) The number of attempts at the developmental course is a negatively related discriminator of persistence. (5) African American completers of developmental mathematics appear to be more likely to withdraw from entry-level college mathematics than developmental completers in other ethnic groups. (6) Poor performance in exit-level developmental mathematics greatly increases the risk of failure or attrition for students in entry-level college mathematics. The implications of these results and those of several post hoc analyses were discussed in terms of their theoretical and applied contributions, the limitations of the study were detailed, and suggestions made for future research.
Author: Mary Monica Ryder Publisher: ISBN: Category : Languages : en Pages : 282
Book Description
As online education gains popularity among both learners and postsecondary institutions, there is a movement toward identifying ways to promote student success. Over half of all higher education institutions offer online classes, due in part to the ease of offering and scheduling (Hoffman, 2006); educators seek ways to identify any demographic or academic characteristics that lead to success (Jaggars & Bailey, 2010). With the growth and popularity of online learning, postsecondary institutions must continue to develop best practices in the areas of online teaching pedagogies to promote student success. Within community colleges there is a growing acceptance of online courses and given that over 60% of incoming students test into developmental math coursework (Chen, 2016), answers must be sought to assist these developmental math learners toward online success. This study investigated the role of various student characteristics concerning student success in online developmental math course completion. The sample was students enrolled in a specific identified gateway mathematic course offered fully online in at a large suburban, public community college located in the northeastern part of the United States. Utilizing a mixed methods explanatory sequential design, explored course completion rates of developmental students enrolled in online college-level mathematics courses, the study analyzed the role of demographic and academic characteristics for developmental students enrolled in a college-level mathematics course offered fully online from the fall 2017 through fall 2019 academic year. A second phase of semi-structured interviews was conducted to explore aspects of student success from individuals identified in the first phase. As the success of developmental college students is at the forefront of postsecondary institutions in their mission for student success online, the ability to identify characteristics that could lead to student success may assist in recommendations for online instructors and assessment of developmental math student college-level mathematics course completion.
Author: Brenda Catherine Frame Publisher: ISBN: Category : Electronic dissertations Languages : en Pages : 127
Book Description
Poor success rates of developmental mathematics courses at community colleges have currently received nationwide attention. Efforts to remedy the situation include complete course redesigns and intervention strategies. A recent intervention strategy in use is the implementation of success courses that are aimed at changing the learning perspectives of developmental students. The purpose of this mixed-method comparative study was to closely examine this strategy as it relates specifically to students studying developmental mathematics at the lowest level at one community college. Students taking the lowest level developmental mathematics course at the participating community college were designated into one of two groups: those taking mathematics with the success course and those taking mathematics without a success course. The study explored students' perceptions and belief structures regarding the study of developmental mathematics and focused on identifying any changes in student belief structures over the course of one semester. Descriptive statistics regarding grade achievement of the population with the student success course provide insight into the possible benefits of the success course for developmental mathematics students. Participants in the study, starting out in the lowest mathematics course offered at the community college, need more mathematics in order to obtain a degree or certificate from the college. Rate of registration for the subsequent mathematics courses were also analyzed in the study. Findings showed that the offering of a success course to students who are at-risk in developmental mathematics has made some improvements in the percentage of students who were able to satisfactorily complete the first level developmental mathematics course at one community college. It also showed that for students who did not pass the success course, there was a nearly one-to-one relationship with unsuccessful completion of a low-level mathematics course. Qualitative data helps explain how the two groups were quite different and also helps to explain findings.
Author: Olga P. Lopukhova Publisher: ISBN: Category : Academic achievement Languages : en Pages : 58
Book Description
The intent of the following study was to investigate the influence of developmental mathematics courses on the successful completion of subsequent higher level mathematics courses. The investigation of the problem has taken place at the University of Wisconsin - Stout by administering student survey in Spring semester of 2011-2012 academic year and by collecting additional information and data through collaborative work with Mathematics, Statistics and Computer Science (MSCS) Department and Planning, Assessment, Research, and Quality (PARQ) Office. To achieve the goal the researcher investigated four objectives related to the percentage of students in remedial mathematics courses, completion rates of such courses, influence of mathematics tutoring services, and success rate in the higher level mathematics courses in two populations of students: those who had taken and those who had not taken developmental mathematics courses. The findings of the study revealed positive impact of remedial mathematics courses on students' grade point average, on completion rates of remedial and non-remedial mathematics courses, and on the enrollment and successful completion of higher level mathematics courses up to Calculus I and Calculus II for the population of students who had taken remedial mathematics courses.
Author: Robert Allan Greene
Author: Robert Allan Greene
Author: National Academies of Sciences, Engineering, and Medicine
Author: Jeanette Gibeson Eggert
Author: Julian Hsu
Author: Jason Bagley
Author: Laurence F. Johnson
Author: Mary Monica Ryder
Author: Deborah Dabney Kincaid
Author: Brenda Catherine Frame
Author: Olga P. Lopukhova