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Articles 1 - 8 of 8
Full-Text Articles in Education
Engaging With Excellence In Mathematics Teaching : Creating Excellence In The Learning Environment, Ray Peck, Hilary Hollingsworth, W Morony
Engaging With Excellence In Mathematics Teaching : Creating Excellence In The Learning Environment, Ray Peck, Hilary Hollingsworth, W Morony
Ray Peck
No abstract provided.
Knowledge Of Future Primary Teachers For Teaching Mathematics : An International Comparative Study, S Senk, M Tatto, M Reckase, Glenn Rowley, Ray Peck, K Bankov
Knowledge Of Future Primary Teachers For Teaching Mathematics : An International Comparative Study, S Senk, M Tatto, M Reckase, Glenn Rowley, Ray Peck, K Bankov
Ray Peck
This article reports the results of the Teacher Education and Development Study in Mathematics (TEDS-M) that are related to prospective primary teachers’ knowledge for teaching mathematics. TEDS-M was conducted under the auspices of the International Association for the Evaluation of Educational Achievement with additional support from the US. National Science Foundation and the participating countries. In 2008 more than 15,000 future primary teachers, enrolled in about 450 institutions that prepare future primary teachers, were surveyed. Two domains of knowledge for teaching mathematics were assessed using items that had been developed and validated in a cross-national field trial. Large differences in …
Are Your Students 'Happy', 'Perfect' Or 'Amicable'?, Ray Peck
Are Your Students 'Happy', 'Perfect' Or 'Amicable'?, Ray Peck
Ray Peck
'Happy' numbers were discovered by a young girl. 'Perfect' numbers were known to the Greeks and given special significance. 'Amicable' numbers have a long history in magic and astrology, making love potions and talismans. In 1866, a sixteen year-old boy discovered a pair of amicable numbers previously unknown. Birthdays, house numbers, telephone numbers and even the names of the students in a class can provide the number source for investigation. This mathematics is interesting and accessible to students in the middle years and provides an opportunity to explore numbers, practice skills, learn some history of mathematics and have some fun …
Looking For Evidence In The Teaching Of Mathematics, Ray Peck, A Bishop, S Bennett
Looking For Evidence In The Teaching Of Mathematics, Ray Peck, A Bishop, S Bennett
Ray Peck
The joint Australian Association of Mathematics Teachers AAMT/Monash University project 'Excellence in the teaching of mathematics: professional standards project' has been working with teacher focus groups in four states to try and build a picture of what mathematics teachers believe represents excellent teaching. This paper discusses the second aim of this project: to develop an assessment scheme and protocols for certifying this excellence. Topics discussed are developing ways to assess excellence, looking at an American model of assessment - the National Board for Professional Teaching Standards (NBPTS), and other models for standards of excellence in teaching.
Methods 1/2/3/4 : Tasks Designed To Develop The Characteristics Possessed By Talented Mathematicians, G Williams, G Cowling, Ray Peck, J Ripon
Methods 1/2/3/4 : Tasks Designed To Develop The Characteristics Possessed By Talented Mathematicians, G Williams, G Cowling, Ray Peck, J Ripon
Ray Peck
This paper discusses group learning among VCE mathematics students at a combined schools' workshop in Hamilton, Victoria, and at Gippsland Grammar. When tasks with the potential for collaborative groups to discover complexities are used in conjunction with a teaching approach like class collaboration students tend to engage with the tasks, more frequently display the types of characteristics possessed by talented mathematicians, and develop new mathematical understandings. Anecdotal evidence suggests that the tks described in this paper are suitable for such a purpose.
Teacher And Student Perspectives On Collaborative Learning, Ray Peck, M Barnes
Teacher And Student Perspectives On Collaborative Learning, Ray Peck, M Barnes
Ray Peck
In this article, the authors explain what they mean by collaborative learning and suggest ways of promoting effective collaboration in senior mathematics. Issues discussed include group composition, the design of suitable tasks for collaborative work, setting norms for student behaviour and the teacher's role in promoting effective discussion. Students' views on collaborative learning are also presented. Perceived advantages include improved understanding, enjoyment and communication skills. Some perceived disadvantages and ways of minimising them are also discussed.
Developing An Understanding Of Teaching Mathematics: Working With People, Ray Peck
Developing An Understanding Of Teaching Mathematics: Working With People, Ray Peck
Ray Peck
No abstract provided.
A First Step In Negotiating The Mathematics Curriculum, D Irving, Ray Peck
A First Step In Negotiating The Mathematics Curriculum, D Irving, Ray Peck
Ray Peck
No abstract provided.