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Bringing Out the Algebraic Character of Arithmetic - From Children's Ideas To Classroom Practice (Hardcover)
Loot Price: R4,999
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Bringing Out the Algebraic Character of Arithmetic - From Children's Ideas To Classroom Practice (Hardcover)
Series: Studies in Mathematical Thinking and Learning Series
Expected to ship within 12 - 17 working days
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Bringing Out the Algebraic Character of Arithmetic contributes to a
growing body of research relevant to efforts to make algebra an
integral part of early mathematics instruction, an area of studies
that has come to be known as Early Algebra. It provides both a
rationale for promoting algebraic reasoning in the elementary
school curriculum and empirical data to support it. The authors
regard Early Algebra not as accelerated instruction but as an
approach to existing topics in the early mathematics curriculum
that highlights their algebraic character. Each chapter shows young
learners engaged in mathematics tasks where there has been a shift
away from computations on specific amounts toward thinking about
relations and functional dependencies. The authors show how young
learners attempt to work with mathematical generalizations before
they have learned formal algebraic notation. The book, suitable as
a text in undergraduate or graduate mathematics education courses,
includes downloadable resources with additional text and video
footage on how students reason about addition and subtraction as
functions; on how students understand multiplication when it is
presented as a function; and on how children use notations in
algebraic problems involving fractions. These three videopapers
(written text with embedded video footage) present relevant
discussions that help identify students' mathematical reasoning.
The printed text in the book includes transcriptions of the video
episodes in the CD-ROM. Bringing Out the Algebraic Character of
Arithmetic is aimed at researchers, practitioners, curriculum
developers, policy makers and graduate students across the
mathematics education community who wish to understand how young
learners deal with algebra before they have learned about algebraic
notation.
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