Education Commons^™

A Structure For Quality Mathematics Instruction, Hilary Hollingsworth, David Clarke

Dr Hilary Hollingsworth

The intention of the authors in this paper is to set out a possible structure by which teachers might incorporate the products of recent curriculum initiatives into their mathematics teaching. They have chosen to focus on Chance and Data as the academic content of their examples.

Implications Of Extended College Algebra On Western Kentucky University Students, Julie Anne Baker

Mahurin Honors College Capstone Experience/Thesis Projects

College algebra has the highest enrollment of any mathematics course at Western Kentucky University. In an effort to increase the success rate in this course, Western Kentucky University added an extended version of college algebra to the curriculum in the fall of 1997. The extended version incorporates two days of supervised study per week in addition to traditional lectures. This study investigates the success of the extended college algebra course on achievement rates of Western Kentucky University students.

A Numeracy Curriculum, Dave Tout, B Marr

David (Dave) Tout

Outlines the rationale and development of a curriculum for adults based on realistic purposes and uses of mathematics, and discusses its potential for use with secondary students who are not coping with a more formal curriculum.

Effects Of Computer Assisted Instruction And Pclogo Programs On Math Performance Of Seventh And Eighth Grade Students With Learning Disabilities, Katherine R. Sweeny

Theses & Honors Papers

The purpose of the study was to investigate the effects of computer assisted instruction and Logo programming on the math performance of seventh and eighth grade students with learning disabilities. The sample included thirty (N=30) subjects with learning disabilities. The computer programs used were Deluxe Math Munchers and LOGO for Windows. A three group pretest-posttest experimental design was used to determine if a relationship existed between the three different methods of instruction and achievement, and whether or not a significant difference existed in performance based on grade levels. The 30 subjects were randomly assigned to one of three groups, two …

Designing And Developing A Model Applied Mathematics Curriculum For Taiwanese-Canadian Extension School Students, In Grades Ten Through Twelve In Vancouver, British Columbia, Canada, Timothy Kuo-Tung Liu

All Graduate Projects

The purpose of the project was to design and develop a model applied mathematics curriculum for Taiwanese-Canadian extension school students, in grades ten through twelve in Vancouver, British Columbia, Canada. To accomplish this purpose, a review of current research and literature regarding curriculum and instruction related to applied mathematics was conducted. Additionally, related information from selected schools with applied mathematics programs in Taiwan, Canada, and the United States of America, was obtained and analyzed. A handsearch of various other sources was also conducted.

Literature-Based Supplimental Activities In A Second Grade Classroom, Heidi Stevens

All Graduate Projects

The National Council of Teachers of Mathematics recommendations and the Washington State Commission on Student Learning Essential Academic Learning Requirements are addressed. The benefits of integrating mathematics and literature are studied. Integrated activities, materials, and a bibliography of children's literature that supplement a traditional mathematics CUITiculum for primary students are developed. Recommendations for implementing the project are given.

The Development Of Curriculum For A High School Course Integrating Drafting And Mathematics, Diana Lynn Mcvicker

Theses Digitization Project

No abstract provided.

Number Sense In School Mathematics: Student Performance In Four Countries, Alistair Mcintosh, Barbara Reys, Robert Reys, Jack Bana, Brian Farrell

Research outputs pre 2011

Since 1988 teams of researchers in the United States, Japan and Australia have been involved in a collaborative research project to assess the mental computation ability of their students. The results of this research have been reported elsewhere (Mcintosh, Bana & Farrell 1995; Mcintosh, Nohda, Reys & Reys 1995). The researchers involved were Professors Robert and Barbara Reys of the University of Missouri - Columbia, Professor Nobuhiko Nohda of the University of Tsukuba and Alistair Mcintosh, Jack Bana and Brian Farrell of Edith Cowan University, Perth, Western Australia.

The United States and Australian researchers went on to assess the number …

Investigating Assessment Strategies In Mathematics Classrooms : A Cd-Rom Resource Enabling Teachers To Explore Assessment Strategies In Mathematics Education, Tony Herrington, Len Sparrow, Jan Herrington, Ron Oliver

Research outputs pre 2011

No abstract provided.

Investigating Teaching Strategies In Mathematics Classrooms : A Cd-Rom Resource Enabling Teachers To Explore Teaching Strategies In Mathematics Education, Tony John Herrington, Len Sparrow, Jan Herrington, Ron Oliver

Research outputs pre 2011

Teaching mathematics has traditionally followed a standard pattern across the world. Students are placed in classrooms where they are seated individually, are required to listen passively and observe the teacher demonstrating mathematical procedure and then s1 end extensive time practicing the newly acquired ski ll s. Generally the content being taught comprises mathematical facts and skills taught sequentially in the order presented by a textbook. Students are then assessed by unseen pencil and paper tests for the purpose of grading and ranking. This cycle is then repeated with another mathematical topic which is viewed by students as discrete from the …

Calculator Use In Western Australian Primary Schools, Len Sparrow, Paul Swan

Research outputs pre 2011

There are very few issues in mathematics teaching over the past twenty five years which have caused so much debate among teachers, parents and the community than the use of calculators in primary schools. Letters to newspapers, magazine articles and public comment often express the opinion that the apparent decline in the ability of young people to calculate, even simple computations, is a direct result of the use of calculators in schools. Anecdotal evidence in the form of reports from teaching practice students, personal observation in schools and comments from teachers suggests there is, in fact, very little calculator use …

Teachers Of Mathematics Teach Mathematics Differently : A Case Study Of Two Teachers, Jennie Bickmore-Brand

Theses: Doctorates and Masters

This thesis investigates the different approaches adopted by two teachers for teaching mathematical content at the upper primary level of education. Questions have been raised by researchers about the impact teachers' philosophical background may have on their perception of how mathematics should be taught. Similarly questions have been asked about the role of content in mathematics education in relation to the process of education. The two teachers held different beliefs about what they were doing when they were teaching mathematics and why they were teaching that way. Their methodological emphases were different; one could be described as being more learner-centred …

Extending And Exploring Students' Problem Solving Via Problem Posing, Elena N. Stoyanova

Theses: Doctorates and Masters

Despite the fact that problem posing has been recommended as a useful mathematical activity in the curriculum documents of several countries, research about the types of problem-posing situations in which students could be involved, and about the effects of these problem-posing activities on students' mathematical performance is limited. The application of problem posing in school mathematics has been hindered by the absence of a framework which links problem posing, problem solving and mathematics curricula

Bias In Weighted Likelihood Estimation When Using The Rasch Model, D Roberts, Ray Adams

Prof Ray Adams

There are three methods of maximum likelihood estimation that are commonly used with Rasch item response models: Joint maximum likelihood, which provides point estimates for both person and item parameters; conditional maximum likelihood, which produces estimates for the item parameters only, and marginal maximum likelihood, which produces estimates of the item parameters and parameters of the distribution from which it has been assumed that the persons have been sampled. A number of approaches have been suggested for obtaining ability estimates for subsequent use in reporting or analysis when either conditional or marginal methods have been used to obtain the item …