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      Middle-Grade Teachers’ Reasoning with Fraction Division Tasks

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      https://www.riss.kr/link?id=A107056682

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      다국어 초록 (Multilingual Abstract)

      This study provides a fine-grained analysis of teachers’ reasoning as they engage in quotitive fraction division tasks. In particular, this qualitative analysis considers the mathematical knowledge that six middle-grade teachers used in a profession...

      This study provides a fine-grained analysis of teachers’ reasoning as they engage in quotitive fraction division tasks. In particular, this qualitative analysis considers the mathematical knowledge that six middle-grade teachers used in a professional development program and interviews. In all of the items, fraction division situations were approached through linear or area models. Analysis focused on three knowledge components with which teachers associated in reasoning fraction division tasks: partitioning operations, reasoning with quantitative units (referent units and levels of units), and interpretations of numerical expressions of division.

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      참고문헌 (Reference)

      1 이수진, "단위 조정 단계에 따른 학생의 비례 문제 해결" 대한수학교육학회 30 (30): 245-279, 2020

      2 Heaton, R. M., "Who is minding the mathematics content? A case study of a fifthgrade teacher" 93 : 153-162, 1992

      3 Ball, D., "What’s all this talk about “discourse”?" 39 (39): 44-48, 1991

      4 Kim, J., "Two elementary school teachers’ knowledge of fraction multiplications and divisions with drawn representations" 2016

      5 Shulman, L. S., "Those who understand: Knowledge growth in teaching" 15 (15): 4-14, 1986

      6 Fischbein, E., "The role of implicit models in solving verbal problems in multiplication and division" 16 : 3-17, 1985

      7 Dreyfus, T., "The nature of mathematical thinking" Lawrence Erlbaum 253-284, 1996

      8 Steffe, L. P., "The development of multiplicative reasoning in the learning of mathematics" State University of New York Press 3-39, 1994

      9 Behr, M., "The development of multiplicative reasoning in the learning of mathematics" SUNY Press 123-180, 1994

      10 Shin, J., "The alignment of student fraction learning with textbooks in Korea and the United States" 51 : 129-149, 2018

      1 이수진, "단위 조정 단계에 따른 학생의 비례 문제 해결" 대한수학교육학회 30 (30): 245-279, 2020

      2 Heaton, R. M., "Who is minding the mathematics content? A case study of a fifthgrade teacher" 93 : 153-162, 1992

      3 Ball, D., "What’s all this talk about “discourse”?" 39 (39): 44-48, 1991

      4 Kim, J., "Two elementary school teachers’ knowledge of fraction multiplications and divisions with drawn representations" 2016

      5 Shulman, L. S., "Those who understand: Knowledge growth in teaching" 15 (15): 4-14, 1986

      6 Fischbein, E., "The role of implicit models in solving verbal problems in multiplication and division" 16 : 3-17, 1985

      7 Dreyfus, T., "The nature of mathematical thinking" Lawrence Erlbaum 253-284, 1996

      8 Steffe, L. P., "The development of multiplicative reasoning in the learning of mathematics" State University of New York Press 3-39, 1994

      9 Behr, M., "The development of multiplicative reasoning in the learning of mathematics" SUNY Press 123-180, 1994

      10 Shin, J., "The alignment of student fraction learning with textbooks in Korea and the United States" 51 : 129-149, 2018

      11 Izsák, A., "Teaching and learning fraction addition on number lines" 39 (39): 33-62, 2008

      12 Harel, G., "Teachers’ solutions for multiplicative problems" 3 : 31-51, 1995

      13 Kazemi, E., "Teacher learning in mathematics: Using student work to promote collective inquiry" 7 : 203-235, 2004

      14 Izsák, A., "Surveying middle-grades teachers’ reasoning about fraction arithmetic in terms of measured quantities" 30 (30): 156-209, 2019

      15 Lloyd, G. M., "Supporting innovation: The impact of a teacher’s conceptions of functions on his implementation of a reform curriculum" 29 : 248-274, 1998

      16 Steffe, L. P., "Schemes of action and operation involving composite units" 4 (4): 259-309, 1992

      17 Armstrong, B., "Providing foundation for teaching mathematics in the middle grades" State University of New York Press 85-120, 1995

      18 Simon, M. A., "Prospective elementary teachers' knowledge of division" 24 (24): 233-254, 1993

      19 Ball, D., "Prospective elementary and secondary teachers' understanding of division" 21 (21): 132-144, 1990

      20 Shin, J., "Problem solving activities of two middle school students with distinct levels of units coordination" 2020

      21 National Council of Teachers of Mathematics, "Principles and standards for school mathematics" National Council of Teachers of Mathematics 2000

      22 이수진, "Preservice teachers' Key Developmental Understandings (KDUs) for fraction multiplication" 한국학교수학회 14 (14): 477-490, 2011

      23 Tirosh, D., "Preservice elementary teachers' explicit beliefs about multiplication and division" 20 (20): 79-96, 1989

      24 Lee, M. Y., "Pre-service teachers’ flexibility with referent units in solving a fraction division problem" 96 (96): 327-348, 2017

      25 Steffe, L. P., "On the construction of learning trajectories of children: The case of commensurate fractions" 6 (6): 129-162, 2004

      26 Schwartz, J. L., "Number concepts and operations in the middle grades (Vol. 2)" Erlbaum 41-52, 1988

      27 Steffe, L. P., "Number concepts and operations in the middle grades" NCTM 41-52, 1988

      28 Lee, S. J., "Middle grade teachers’ knowledge of partitive and quotative fraction division" University of Georgia 2010

      29 Izsák, A., "Measuring mathematical knowledge for teaching fractions with drawn quantities" 43 (43): 391-427, 2012

      30 Lee, S. J., "Mathematics teachers’ reasoning with fractions and decimals using drawn representations" 13 : 198-220, 2011

      31 Izsák, A., "Mathematical knowledge for teaching fraction multiplication" 26 (26): 95-143, 2008

      32 Hill, H. C., "Mathematical knowledge for teaching and the mathematical quality of instruction: An exploratory study" 26 : 430-511, 2008

      33 Charalambous, C. Y., "Mathematical knowledge for teaching and task unfolding: An exploratory study" 110 : 247-278, 2010

      34 Borko, H., "Learning to teach hard mathematics: Do novice teachers and their instructors give up too easily?" 23 : 194-222, 1992

      35 Shifter, D., "Learning mathematics for teaching: From a teachers' seminar to the classroom" 1 : 55-87, 1998

      36 Ball, D., "Knowing mathematics for teaching: Who knows mathematics well enough to teach third grade, and how can we decide?" 30 (30): 14-17, 2005

      37 Ma, L., "Knowing and teaching elementary mathematics: Teachers understanding of fundamental mathematics in China and the United States" Lawrence Erlbaum Associates 1999

      38 Jaworski, B., "Investigating mathematics teaching: A constructivist enquiry" Falmer Press 1994

      39 Ball, D., "Handbook of research on teaching" Macmillan 433-456, 2001

      40 Behr, M., "Handbook of research on mathematics teaching and learning" MacMillan 296-333, 1992

      41 Borko, H., "Handbook of educational psychology" MacMillan 673-708, 1996

      42 Olive, J., "From fractions to rational numbers of arithmetic: a reorganization hypothesis" 1 (1): 279-314, 1999

      43 Steffe, L. P., "Fractional commensurate, composition, and adding schemes: Learning trajectories of Jason and Laura: Grade 5" 22 (22): 237-295, 2003

      44 Orrill, J., "Fraction bars [Computer software]" Transparent Media 2003

      45 이수진, "Exploring Teachers' Knowledge of Partitive Fraction Division" 대한수학교육학회 14 (14): 45-64, 2012

      46 Lee, S. J., "Distributive partitioning operation in mathematical situations involving fractional quantities" 13 (13): 329-355, 2015

      47 Ball, D., "Content knowledge for teaching: What makes it special?" 59 (59): 389-407, 2008

      48 Behr, M., "Conceptual units analysis of preservice elementary school teachers' strategies on a Rational-Number-as-Operator task" 28 (28): 48-69, 1997

      49 Smith, J., "Competent reasoning with rational numbers" 13 (13): 3-50, 1995

      50 Brown, R. E., "Community building in mathematics professional development" University of Georgia 2009

      51 Steffe, L. P., "Children’s fractional knowledge" Springer 2010

      52 Cohen, D. K., "A revolution in one classroom: The case of Mrs. Oublier" 12 : 311-329, 1990

      53 Mewborn, D. S., "A research companion to principles and standards of school mathematics" National Council of Teachers of Mathematics 45-52, 2003

      54 Steffe, L. P., "A new hypothesis concerning children's fractional knowledge" 20 (20): 267-307, 2001

      55 Wilson, S. M., "A conflict of interests: The case of Mark Black" 12 : 293-310, 1990

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