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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
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.
Extending And Exploring Students' Problem Solving Via Problem Posing, Elena N. Stoyanova
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
Teachers Of Mathematics Teach Mathematics Differently : A Case Study Of Two Teachers, Jennie Bickmore-Brand
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 …