Mathematics Challenge for Young Australians is a unique enrichment program that has been produced annually by the Australian Mathematics Trust since 1991. In its present form, it is divided into four levels and caters for talented students from years 3 to 10. In a typical year, it attracts over 15,000 entries. Individual schools arrange a period…

The old canard that Indigenous and First Nations peoples had, or have, only rudimentary mathematical skills has been curiously persistent, against widespread published evidence over the past century and a half. In Australia, attempts to include Indigenous mathematical knowledge in curriculums have encountered strong resistance. After more than…

An event based on "find the rule" problems has been part of the University of Canberra Maths Day since 1985. In this paper, the authors describe the Swiss event, its context, its aims, its logistics, and gives examples of problems used in past events. The type of problems used, how they are used in an event at the maths day, and how the…

The Australian Mathematics Competition was designed around the content of common school mathematics, and thus is intended for almost all mathematics students, not just exceptional ones. The competition's conceptual and organizational basis and the three levels of competition papers are described. Sample questions are included. (MNS)

Trinity College is a low-fee independent school in Gawler, South Australia. The college has an enrolment of 3500 students of varied socioeconomic mix, drawn from the northern suburbs of Adelaide. Trinity has recently been restructured into four R-10 schools and one senior school for Years 11-13. The schools share a common mathematics curriculum.…

Presents 10 space-related ideas, thoughts, and questions represented on the Australian Association of Mathematics Teachers (AAMT) calendar. The ideas are on impossible shapes, fractals, space itself, galaxy, tesselated pigs, spirals, helices, black holes and three-dimensional surfaces, tesseracts, and mobius bands. (YP)

As educators it is crucial to cater to and meet all learning needs of students, including the needs of gifted and talented students. It is highly probable that each year in their classrooms teachers will have students that are advanced in mathematics and this will pose a challenge for them as teachers to meet their learning needs. Johnson (2000)…

Discusses potential uses of computer technology in the mathematics classroom and some factors constraining its breadth of use. Identifies the need for teacher education programs which support teachers' use of computers. Describes a cooperative project involving university faculty, secondary school teachers, and preservice teacher trainees which…