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Bardell, Nicholas S. – Australian Senior Mathematics Journal, 2015
Traditionally, "z" is assumed to be a complex number and the roots are usually determined by using de Moivre's theorem adapted for fractional indices. The roots are represented in the Argand plane by points that lie equally pitched around a circle of unit radius. The "n"-th roots of unity always include the real number 1, and…
Descriptors: Mathematics, Equations (Mathematics), Numbers, Algebra
Bardell, Nicholas S. – Australian Senior Mathematics Journal, 2014
This paper is a natural extension of the root visualisation techniques first presented by Bardell (2012) for quadratic equations with real coefficients. Consideration is now given to the familiar quadratic equation "y = ax[superscript 2] + bx + c" in which the coefficients "a," "b," "c" are generally…
Descriptors: Equations (Mathematics), Mathematics, Foreign Countries, Mathematical Concepts
Wilkie, Karina J. – Educational Studies in Mathematics, 2016
Algebra has been explicit in many school curriculum programs from the early years but there are competing views on what content and approaches are appropriate for different levels of schooling. This study investigated 12-13-year-old Australian students' algebraic thinking in a hybrid environment of functional and equation-based approaches to…
Descriptors: Secondary School Mathematics, Algebra, Thinking Skills, Problem Solving
Marshman, Margaret – Australian Mathematics Teacher, 2014
Within the "Australian Curriculum: Mathematics" the Understanding proficiency strand states, "Students build understanding when they connect related ideas, when they represent concepts in different ways, when they identify commonalities and differences between aspects of content, when they describe their thinking mathematically and…
Descriptors: Foreign Countries, Concept Mapping, Secondary School Mathematics, Secondary School Students
Chang, Mu-Ling – Australian Senior Mathematics Journal, 2009
A problem given in the Australian Mathematics Competition for the Westpac Awards was stated as follows: With how many zeros does 2008! end? In this article, the author solves this problem, and provides further discussion on the related problems. These problems form a good model that helps students develop a logical thinking process toward problem…
Descriptors: Problem Solving, Logical Thinking, Foreign Countries, Mathematics Instruction
Thiering, Jeannette; And Others – 1992
This Australian document is a guide to teaching mathematics as it relates to specific work situations. After a brief introduction, chapter 1 looks at problem solving, advises teachers to lower the reading level and thus raise the understandability of written math problems, and describes a four-step problem-solving process. Chapter 2 outlines a…
Descriptors: Educational Strategies, Foreign Countries, Mathematical Applications, Mathematical Formulas
Chick, Helen L., Ed.; Vincent, Jill L., Ed. – International Group for the Psychology of Mathematics Education, 2005
This document contains the second volume of the proceedings of the 29th Conference of the International Group for the Psychology of Mathematics Education. Conference papers are centered around the theme of "Learners and Learning Environments." This volume features 43 research reports by presenters with last names beginning between Adl…
Descriptors: Foreign Countries, Multilingualism, Research Reports, Symbols (Mathematics)

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