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Proportional Reasoning in Nursing Practice
Journal for Research in Mathematics Education, 2001We investigate how expert nurses undertake the calculation of drug dosages on the ward. This calculation is error-critical in nursing practice and maps onto the concepts of ratio and proportion. Using episodes of actual drug administration gleaned from ethnographic study, we provide evidence that experienced nurses use a range of correct proportional ...
Celia Hoyles +2 more
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Social Justice and Proportional Reasoning
Mathematics Teaching in the Middle School, 2015Textbook tasks can easily be transformed into authentic real-world problems that shed light on issues of equity and fairness, such as population growth and crime rates.
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Proportional Reasoning and Percent
2016Schoenfeld (1992) notes that constructivism rooted in Piaget is grounded in the belief that “…learning proceeds through construction not absorption” (p. 340). He surmises that teacher beliefs directly influence their pedagogy, he notes a teacher who believed that, “…mathematics is fixed and predetermined, as dictated by the physical world” (p.
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Proportional reasoning in young children: The parts and the whole of it.
Journal of Educational Psychology, 1997Evidence concerning intuitive foundations for fraction learning was obtained in a study of early developments in proportional reasoning. Children aged 5 to 7 years (kindergarten to 2nd grade) were given problems constructed so as to differentiate between reasoning based on the relations of a part to the whole versus reasoning based on relations between
Catherine Sophian, Amy Wood
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The structure of prospective kindergarten teachers’ proportional reasoning
Journal of Mathematics Teacher Education, 2011Lamon (Teaching fractions and ratios for understanding. Essential content knowledge and instructional strategies for teachers, 2nd edn. Lawrence Erlbaum Associates, Mahwah, 2005) claimed that the development of proportional reasoning relies on various kinds of understanding and thinking processes.
Pitta-Pantazi, Demetra +3 more
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The Korean Society of Educational Studies in Mathematics - School Mathematics, 2022
The aim of this study is to offer suggestions to improve proportional reasoning ability for teaching and learning proportional distribution and to derive the proportional distribution formalization process on the perspective of proportional reasoning, and analyze the formalization process on the perspective of teaching mathematical expressions.
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The aim of this study is to offer suggestions to improve proportional reasoning ability for teaching and learning proportional distribution and to derive the proportional distribution formalization process on the perspective of proportional reasoning, and analyze the formalization process on the perspective of teaching mathematical expressions.
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Connecting Research to Teaching: Proportional Reasoning
The Mathematics Teacher, 1993The attainment of proportional reasoning is considered a milestone in students' cognitive development. According to the NCTM's Curriculum and Evaluation Standards (1989), this ability is “of such great importance that it metits whatever time and effort must be expended to assure its careful development” (p. 82).
Kathleen Cramer +2 more
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“Social Justice and Proportional Reasoning”
Mathematics Teacher: Learning and Teaching PK-12From the Archives highlights articles from NCTM's legacy journals, previously discussed during MTLT Teacher Talk.
Ksenija Simic-Muller, Lucas Schwartz
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Developing Proportional Reasoning with Ratios
2012Proportional reasoning has been recognised as a crucial focus of mathematics in the middle years and also as a frequent source of difficulty for students (Lamon, 2007). Proportional reasoning concerns the equivalence of pairs of quantities that are related multiplicatively; that is, equivalent ratios including those expressed as fractions and percents.
Jane Watson, Kim Beswick, Natalie Brown
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Saving Money Using Proportional Reasoning
Mathematics Teaching in the Middle School, 2016To get a better buy, students employ various strategies to compare grocery prices.
Jessica A. de la Cruz, Sandra Garney
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