Educational Psychology Commons^™

Sex-Related Differences In Autonomous Learning Behaviours And Mathematics Achievement, Laura Beahan

Theses : Honours

The autonomous learning behaviour model proposed by Fennema and Peterson (1985a, 1985b) hypothesises that sex- related differences in mathematics are a result of sex-related differences in autonomous learning behaviours. Autonomous learning behaviours include choosing to engage in high-level tasks, preferring to work independently on such tasks and persisting at them. The purpose of this study was to investigate sex-related differences in autonomous learning behaviours and to determine any relationship between the presence of these behaviours and achievement in mathematics. Twelve students studying the Year 1 unit "Foundations of Mathematics" were selected for the study, including two males and two females …

The Relationship Between Locus Of Control And Academic Success Of Post-Secondary Students In Electronics Technology, Robert D. Mccollum

Theses and Dissertations

The purpose of this study was to investigate the relationship between internal locus of control and academic success in students taking courses in Electronics Technology at a post-secondary technical school. The Adult Nowicki-Strickland Internal External Control-Scale was used to determine a locus of control score for each subject, and the students' current GPA scores were used as a measure of success. The study implemented a correlational research design, and the Pearson product moment correlation coefficient was used to determine the relationship between the locus of control scores and the GPA scores. Results indicated a significant relationship between the internal dimension …

Patterns Of Emotion Within Mathematics Problem-Solving, Frances A. Rosamond

Humanistic Mathematics Network Journal

There is often a divide between the experience of positive emotions toward math on the part of mathematical educators and negative emotions toward math on the part of students. This paper utilizes psychologist Richard Lazarus's work on the effects of positive emotions in order to highlight their benefits for mathematical pedagogy, to explain the author's experiment applying Lazarus's theory, and to suggest ways this application might support and foster positive emotions in students.

The Effects Of Immediate Vs. Delayed Knowledge Of Results On The Acquisition And Retention Of Multiplication Tasks, Lynn Ruth Kidwell

Masters Theses

This study was conducted to examine the effectiveness of three feedback conditions on a multiplication task. Data were obtained over a nine week period of instruction with a single individual. Both correct and incorrect responses were charted and analyzed in the results. A pretest and two posttests, one immediate and one after six weeks, were given to obtain information about the retention of the multiplication tasks.

Results of this study showed that practice with immediate feedback and practice with delayed feedback were significantly better than no feedback without practice for correct responses. Practice with immediate feedback was significantly better than …

Component Analysis Of Hutchings' Low-Stress Addition Algorithm, Daniel V. Mccallum

Masters Theses

An A-B-A-C counterbalanced reversal design was used with two groups to analyze the two components of Hutching's Low-Stress addition algorithm. Fourth grade students achieving 96% accuracy on a pretest of basic math facts were subjects of this study. Subjects were taught two new methods of computation; Hutchings' Low-Stress and the Conventional algorithm with a written record, along with reviewing the Conventional algorithm. Students were given worksheets containing fixed size addition problems and asked to complete as many as possible with a five-minute times session. Accuracy and speed were monitored across the three methods of computation. The results showed superior performance …

A Comparison Of Speed And Accuracy In Addition Calculation For High And Low Achieving Math Students Using The Calculator, Conventional Algorithm And The Hutchings' “Low Stress Algorithm”, Edward S. Drew

Masters Theses

This study was an attempt to compare the differential calculation power (speed plus accuracy) with addition for the conventional algorithm as compared with the Hutchings' low stress algorithm as compared to hand held calculators for high and low achievers with two levels of difficulty. Also, it is a systematic replication of Zoref's (1976) previous research. The subjects were eight third grade students, four male and four female, approximately nine years old. A multielement baseline design was used varying type calculation method within sessions and level of difficulty across sessions. The Hutchings' "low stress" algorithm produced markedly better results in correct …

A Point System For Maintaining Accurate Grading In A Psi Course, Terry E. Mcsween

Masters Theses

No abstract provided.

A Study Of Forward Vs. Backward Chaining, Using Hutching's "Low Stress" Algorithm In Simple And Complex Addition Problems With Third Graders, Linda Sue Clark

Masters Theses

No abstract provided.

Student Preferences For The Hutchings' "Low Stress" Versus The Conventional Addition Algorithm Under Conditions Of Differentially Increasing Response Effort With And Without Reinforcement, Carolyn Louise Gillespie

Masters Theses

No abstract provided.

A Comparison Of The Hutchings' “Low-Stress" And Current Addition Algorithms For Speed And Accuracy In Two School Settings With Regular And Special Education Children, Laurence E. Rudolph

Masters Theses

No abstract provided.

A Comparison Of Calculation Speed And Accuracy On Two Levels Of Problem Difficulty Using The Conventional And Hutchings' "Low Stress" Addition Algorithms And The Pocket Calculator With High And Low Achieving Math Students, Leslie S. Zoref

Masters Theses

No abstract provided.

The Teaching Of Chemistry With The Behavioral Outcomes Approach, Gulam Habeeb

Masters Theses

No abstract provided.

The Elements Of Mathematics Program: How Can It Be Evaluated?, Marilou Shames Giacofci

STEMPS Theses & Dissertations

The Central Midwest Educational Research's (CEMREL) Elements of Mathematics Program (EM) for gifted students was piloted in Tidewater for five years. Before deciding whether to continue or expand the program, it was necessary to devise a method of evaluating the program's effectiveness. In the process of this evaluation, two separate com­parisons were made:

- a lateral comparison between an experimental and an existing control class over a period of four years, and

- a longitudinal comparison of successive experimental classes over a four year period.

Lateral Study

To insure comparability between the experimental and control classes, both were administered the …