Mathematics Learning Support Center Visits and College Students' Mathematics Anxiety and Self-efficacy


Book Description

College students' inability to complete necessary mathematics coursework due to elevated mathematics anxiety levels can hinder degree completion and affect graduation rates. Institutes of higher education should offer students enrolled in a developmental mathematics course opportunities outside of the classroom that potentially lower mathematics anxiety levels and increase self-efficacy levels. The purpose of this quantitative correlational study was to examine the correlation between the frequency of visits to a mathematics learning support center and mathematics anxiety levels and self-efficacy among nontraditional developmental mathematics students at a 2-year college in Florida. The study applied Bandura's (1986) social cognitive theory that explains interactions that exist between behavior (mathematics anxiety), personal factors (self-efficacy), and environmental events (learning support centers) as the theoretical framework. I utilized convenience sampling to collect survey data from 16 participants. The data analysis revealed a statistically significant difference between preintervention and postintervention mathematics anxiety levels (p = 0.028) and self-efficacy levels (p = 0.0075). However, a statistically significant correlation did not exist between the frequency of visits to a mathematics learning support center and participant levels of mathematics anxiety (p = 0.241) and self-efficacy (p = 0.850). The study results have implications for current policies by examining the correlation between attendance at learning support centers and developmental mathematics students' mathematics anxiety and self-efficacy levels. Because the sample size was significantly reduced due to COVID-19 restrictions, I suggest future research with a larger sample size should be conducted.




Mathematics Anxiety


Book Description

Feelings of apprehension and fear brought on by mathematical performance can affect correct mathematical application and can influence the achievement and future paths of individuals affected by it. In recent years, mathematics anxiety has become a subject of increasing interest both in educational and clinical settings. This ground-breaking collection presents theoretical, educational and psychophysiological perspectives on the widespread phenomenon of mathematics anxiety. Featuring contributions from leading international researchers, Mathematics Anxiety challenges preconceptions and clarifies several crucial areas of research, such as the distinction between mathematics anxiety from other forms of anxiety (i.e., general or test anxiety); the ways in which mathematics anxiety has been assessed (e.g. throughout self-report questionnaires or psychophysiological measures); the need to clarify the direction of the relationship between math anxiety and mathematics achievement (which causes which). Offering a revaluation of the negative connotations usually associated with mathematics anxiety and prompting avenues for future research, this book will be invaluable to academics and students in the field psychological and educational sciences, as well as teachers working with students who are struggling with mathematics anxiety




Social Foundations of Thought and Action


Book Description

Models of human nature and causality; Observational learning; Enactivelearning; Social diffusion and innovation; Predictive knowledge and forethought; Incentive motivators; Vicarious motivators; Self-regulatory mechanisms; Self-efficacy; Cognitive regulators.




Interest in Mathematics and Science Learning


Book Description

Interest in Mathematics and Science Learning, edited by K. Ann Renninger, Martin Nieswandt, and Suzanne Hidi, is the first volume to assemble findings on the role of interest in mathematics and science learning. As the contributors illuminate across the volume's 22 chapters, interest provides a critical bridge between cognition and affect in learning and development. This volume will be useful to educators, researchers, and policy makers, especially those whose focus is mathematics, science, and technology education.




Understanding Emotions in Mathematical Thinking and Learning


Book Description

Emotions play a critical role in mathematical cognition and learning. Understanding Emotions in Mathematical Thinking and Learning offers a multidisciplinary approach to the role of emotions in numerical cognition, mathematics education, learning sciences, and affective sciences. It addresses ways in which emotions relate to cognitive processes involved in learning and doing mathematics, including processing of numerical and physical magnitudes (e.g. time and space), performance in arithmetic and algebra, problem solving and reasoning attitudes, learning technologies, and mathematics achievement. Additionally, it covers social and affective issues such as identity and attitudes toward mathematics. - Covers methodologies in studying emotion in mathematical knowledge - Reflects the diverse and innovative nature of the methodological approaches and theoretical frameworks proposed by current investigations of emotions and mathematical cognition - Includes perspectives from cognitive experimental psychology, neuroscience, and from sociocultural, semiotic, and discursive approaches - Explores the role of anxiety in mathematical learning - Synthesizes unifies the work of multiple sub-disciplines in one place




Cracking the code


Book Description

This report aims to 'crack the code' by deciphering the factors that hinder and facilitate girls' and women's participation, achievement and continuation in science, technology, engineering and mathematics (STEM) education and, in particular, what the education sector can do to promote girls' and women's interest in and engagement with STEM education and ultimately STEM careers.







Student Team Learning


Book Description




Personality development of prospective mathemathics teachers


Book Description

The publication focuses on pre-service teachers' beliefs as the key prerequisite for teaching mathematics. This construct is considered an inseparable part of the teacher's personality, which needs to be positively shaped during undergraduate training. The theoretical part shows its correlation with other psychological determinants such as motivation, perceived self-efficacy, or attitudes. The construct is also placed in an educational context. The empirical part describes the results of the research and provides specific suggestions for undergraduate teacher training.




PISA 2003 Technical Report


Book Description

The PISA 2003 Technical Report describes the complex methodology underlying PISA 2003, along with additional features related to the implementation of the project at a level of detail that allows researchers to understand and replicate its analyses.