2017
DOI: 10.7764/onomazein.sfl.08
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The role of mathematics in physics: Building knowledge and describing the empirical world

Abstract: LSF y TCL sobre educación y conocimiento Número especial ONOMÁZEIN-Número Especial LSF y TCL sobre educación y conocimiento:-226 Y. J. Doran The role of mathematics in physics: Building knowledge and describing the empirical world 210 This paper considers why mathematics is used in physics. It traces the use of mathematics in physics through primary school, junior high school and senior high school in NSW, Australia, considering its role from the point of view of Systemic Functional Linguistics and Legitimatio… Show more

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Cited by 11 publications
(10 citation statements)
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“…This relationship is expressed as a two-way process (mathematics is a method used in physics and physics is one of material used in mathematics), the proximity of the study object, the historical closeness, and this closeness affects the teaching and learning of the two subjects (Tzanakis, n.d.). Mathematics is used to solve problems in physics from elementary to high school and a tool for developing theory in physics (Doran, 2017). Mathematics has many branches, namely algebra, geometry, analysis, probability and statistics.…”
Section: Introductionmentioning
confidence: 99%
“…This relationship is expressed as a two-way process (mathematics is a method used in physics and physics is one of material used in mathematics), the proximity of the study object, the historical closeness, and this closeness affects the teaching and learning of the two subjects (Tzanakis, n.d.). Mathematics is used to solve problems in physics from elementary to high school and a tool for developing theory in physics (Doran, 2017). Mathematics has many branches, namely algebra, geometry, analysis, probability and statistics.…”
Section: Introductionmentioning
confidence: 99%
“…The complete LCT "toolkit" has five complementary sub-components; we are concerned only with studying the organisation of knowledge in the intended school curricula, which is the purview of the LCT Semantics dimension that comprises SG and SD codes (Doran 2017). Note again that how knowledge is understood here (based from sociological and linguistic perspectives) is different from the idea of knowledge in RBT (derived from psychology) (Anderson et al 2001).…”
Section: Conceptual Framework-legitimation Code Theory To Understand Knowledge and Knowersmentioning
confidence: 99%
“…Mathematical representation is a way to show a condition using a mathematical model (Park & Choi, 2013;Purwadi, Sudiarta & Suparta, 2019). It is used to observe prediction and assumption of a problem using reasoning skill so that the students can understand, make, and evaluate assumptions and arguments mathematically and systematically (Cartrette & Bodner, 2010;Nor'ain Mohd & Chinnappan, 2016;Doran, 2017). In general, mathematical representation takes the form of equation and formula (Namdar & Shen, 2017) and the combination of mathematical symbols and structure which use numbers, variables, and equation (Jaccard & Jacoby, 2010;Priyadi, Kuswanto & Sumarna, 2020).…”
Section: Introductionmentioning
confidence: 99%