Open Access. Powered by Scholars. Published by Universities.®
- Publication
- File Type
Articles 1 - 4 of 4
Full-Text Articles in Education
Thinking It Through: Australian Students’ Skills In Creative Problem Solving, Lisa De Bortoli, Greg Macaskill
Thinking It Through: Australian Students’ Skills In Creative Problem Solving, Lisa De Bortoli, Greg Macaskill
Lisa De Bortoli
In every PISA survey, students from every participating country are assessed in the core domains of mathematics, science and reading literacy. In addition to assessing these literacy domains, the OECD proposes additional assessments in other domains. In PISA 2003, a paper-based assessment of cross- disciplinary problem solving was first assessed, when it was included as a core domain. In PISA 2012, problem solving was once again assessed, this time as an optional computer-based assessment.
The focus of the PISA 2012 assessment of problem solving was: Are today’s 15-year-old students acquiring the problem-solving skills that will prepare them to meet the …
Maths + Confidence = Higher Scores For Boys, Sue Thomson, Lisa De Bortoli
Maths + Confidence = Higher Scores For Boys, Sue Thomson, Lisa De Bortoli
Lisa De Bortoli
Teenage boys outperform Australian girls in mathematics by the equivalent of about one-third of a school year, according to the latest PISA survey, as Sue Thomson and Lisa De Bortoli explain.
A New Model Of Creativity In Mathematical Problem Solving., Scott Chamberlin, Eric Mann
A New Model Of Creativity In Mathematical Problem Solving., Scott Chamberlin, Eric Mann
Eric L Mann
Myriad definitions of creativity in mathematics have been promulgated (Mann, 2005). The construct of creativity being comprised of fluency, flexibility, originality, and elaboration (Haylock, 1997; Imai, 2000; Kim, Cho, & Ahn, 2003) is generally agreed upon in the field of mathematics education. The purpose of this paper is to propose an additional component to the construct of creativity in mathematics. The fifth component of creativity is iconoclasm. Iconoclasm entails the penchant of mathematically creative individuals to dissent from commonly accepted principles and solutions. Iconoclasts are known to be nonconformist and may thus be open to uncommon or non-traditional solution paths.
A Teacher's Guide To Pisa Mathematical Literacy, Sue Thomson, Kylie Hillman, Lisa De Bortoli
A Teacher's Guide To Pisa Mathematical Literacy, Sue Thomson, Kylie Hillman, Lisa De Bortoli
Lisa De Bortoli
This report focuses on mathematical literacy and is one of a series of three reports on Australian students' performance in PISA. The report provides an overview of the PISA mathematics framework and Australia's results in the PISA 2003 international assessment. Also included are mathematics items released for public viewing after the PISA 2003 assessment and examples of responses, marking guides and comparisons of results with other countries. The context behind achievement, e.g. attitudes, engagement and learning strategies, is also presented.