Quantitative reasoning in mathematics and science education
著者
書誌事項
Quantitative reasoning in mathematics and science education
(Mathematics education in the digital era, v. 21)
Springer, c2022
- : [hbk.]
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注記
Includes bibliographical references
内容説明・目次
内容説明
This book focuses on quantitative reasoning as an orienting framework to analyse learning, teaching and curriculum in mathematics and science education. Quantitative reasoning plays a vital role in learning concepts foundational to arithmetic, algebra, calculus, geometry, trigonometry and other ideas in STEM. The book draws upon the importance of quantitative reasoning and its crucial role in education. It particularly delves into quantitative reasoning related to the learning and teaching diverse mathematics and science concepts, conceptual analysis of mathematical and scientific ideas and analysis of school mathematics (K-16) curricula in different contexts. We believe that it can be considered as a reference book to be used by researchers, teacher educators, curriculum developers and pre- and in-service teachers.
目次
Introductory chapter
Patrick Thompson, Arizona State University, AZ, USA
1 Forming abstracted quantitative structures
Kevin Moore, University of Georgia, GA, USA
2 Different forms of covariation
Heather Johnson, University of Colorado, CO, USA
3 Multiplication and Division in curriculum through QR
Tad Watanabe - Kennesaw State University, GA, USA
Gulseren Karagoez Akar - Bogazici University, Istanbul, Turkey
Nurdan Turan - Bogazici University, Istanbul, Turkey
4 Relation between multiplicative/additive reasoning and QR in the context of whole and rational numbers
Terezinha Nunes, University of Oxford, Oxford, UK
Peter Bryant, University of Oxford, Oxford, UK
5 Linear & Non-linear relations through covariationTeo Paoletti, Montclair State University, NJ, USA
6 Linear, quadratic, exponential functions through QR
Amy Ellis, University of Georgia, GA, USA
Zekiye OEzgur, Dokuz Eylul University, Izmir, Turkey
Mehmet Fatih Dogan, Adiyaman University, Adiyaman, Turkey
7 Interpreting graphs of quadratic functions via QRAytug OEzaltun Celik, Pamukkale University, Denizli, Turkey
Esra Bukova Guzel, Dokuz Eylul University, Izmir, Turkey
8 Logarithms and/or exponential growth
Marilyn Carlson - Arizona State University, AZ, USA
9 Geometric transformations through QR
Gulseren Karagoez Akar, Bogazici University, Istanbul, Turkey
Ismail OEzgur Zembat, University of Glasgow, Glasgow, UK
Selahattin Arslan, Trabzon University, Trabzon, Turkey
Mervenur Belin, Bogazici University, Istanbul, Turkey
10 Mathematization of science through QR
Hui Jin - Educational Testing Service, Princeton, USA
Dante Cisterna, Educational Testing Service, Princeton, USA
Hyo Jeong Shin, Educational Testing Service, Princeton, USA
11 Physics Quantitative Literacy through QR
Suzanne White Brahmia, University of Washington, VA, USA
Alexis Olsho, University of Washington, VA, USA
12 Modelling climate change with QR
Dario Gonzales, Universidad de Chile, Chile
13 Quantitative Reasoning in Undergraduate Biology
Robert Mayes
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