1983
DOI: 10.2307/748678
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Vocabulary Instruction in Ratio and Proportion for Seventh Graders

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Cited by 5 publications
(3 citation statements)
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“…For example, Jackson and Phillips (1983) found that vocabulary activities significantly enhanced seventh-grade students' learning of ratio and proportion. The set of vocabulary activities used in this study facilitated an understanding of mathematics concepts and included recognition of terms and symbols, knowledge of literal meanings for the terms and symbols, categorization of terms and symbols through inclusion and exclusion tasks, and identification of examples and nonexamples of the concepts.…”
Section: Vocabulary Instructionmentioning
confidence: 96%
“…For example, Jackson and Phillips (1983) found that vocabulary activities significantly enhanced seventh-grade students' learning of ratio and proportion. The set of vocabulary activities used in this study facilitated an understanding of mathematics concepts and included recognition of terms and symbols, knowledge of literal meanings for the terms and symbols, categorization of terms and symbols through inclusion and exclusion tasks, and identification of examples and nonexamples of the concepts.…”
Section: Vocabulary Instructionmentioning
confidence: 96%
“…They found that the latter had a greater effect on learning mathematical vocabulary in a group of fourth graders. Jackson and Phillips (1983) examined possible relationships between vocabulary instruction and improved understanding of ratio and proportion concepts in a group of seventh graders.…”
Section: Uniqueness Of Instructional Practices For Mathematics Vocabumentioning
confidence: 99%
“…The importance ofthis seventh grade investigation also hinges on the fact that most students around this age are seeking self-identity and independence from their parents (Erikson, 1963), and school mathematics has a vital role to play in their independent life in the future (Burns & Lash, 1988;Friend, 1985; Lawrenz & Orton, 1989). Although many action studies have been conducted in mathematics education at the seventh grade (Courcier & Stephens, 1993;Fisher & Stephens, 1992;Garofalo, Goodwin, & Mitchell, 1989;Jackson & Phillips, 1985), few of them were based on an analysis of a national data base, and thus, the factors identified inthose studies have limited generalizability.…”
mentioning
confidence: 99%