Mathematics Classrooms in Twelve Countries 2006
DOI: 10.1163/9789087901622_017
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A Tale of Two Cities: A Comparison of Six Teachers in Hong Kong and Shanghai

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Cited by 11 publications
(13 citation statements)
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“…Applying conceptual variation to algebra teaching may help students to understand concepts better by seeing and experiencing different algebraic forms and solving methods simultaneously (Mok, 2009). Moreover, in order to foster concept learning, classroom activities should be designed to help students understand connections among different forms of the same problem (Gu, Huang & Marton, 2004;Ling & Marton, 2004;Mok & Lopez-Real, 2006). For example, Mok and Lopez-Real (2006) described an effective Hong Kong secondary school algebra lesson that adopted variations in the subject content.…”
Section: Variation Theory and Representation For Algebra Teachingmentioning
confidence: 99%
See 1 more Smart Citation
“…Applying conceptual variation to algebra teaching may help students to understand concepts better by seeing and experiencing different algebraic forms and solving methods simultaneously (Mok, 2009). Moreover, in order to foster concept learning, classroom activities should be designed to help students understand connections among different forms of the same problem (Gu, Huang & Marton, 2004;Ling & Marton, 2004;Mok & Lopez-Real, 2006). For example, Mok and Lopez-Real (2006) described an effective Hong Kong secondary school algebra lesson that adopted variations in the subject content.…”
Section: Variation Theory and Representation For Algebra Teachingmentioning
confidence: 99%
“…Moreover, in order to foster concept learning, classroom activities should be designed to help students understand connections among different forms of the same problem (Gu, Huang & Marton, 2004;Ling & Marton, 2004;Mok & Lopez-Real, 2006). For example, Mok and Lopez-Real (2006) described an effective Hong Kong secondary school algebra lesson that adopted variations in the subject content. This real case supported the effectiveness of the theory in concept learning.…”
Section: Variation Theory and Representation For Algebra Teachingmentioning
confidence: 99%
“…There were 10 lessons in G1, 11 lessons in G2 (with data of one of the lessons missing), 11 lessons in G3, 18 lessons in HK1 and 14 lessons in each of HK2 and HK3. In this study, the LPS-videotaped classroom activities were analyzed according to the framework suggested by Mok and Lopez-Real (2006).…”
Section: Methodology Of the Studymentioning
confidence: 99%
“…Therefore, the coding suggested by Stigler and Hiebert (1999) may not be suitable in this study. Nonetheless, the coding suggested by Mok and Lopez-Real (2006) covers most, if not all, aspects of the classroom activities. Also, it was developed in Hong Kong and is sensitive to the Hong Kong culture.…”
Section: Framework For Lps Data Analysismentioning
confidence: 99%
“…Mathematics learning and teaching activities should be designed to assist students to see the relations among different forms of the same problem (Gu, Huang & Marton, 2004;Mok, 2009;Mok & Lopez-Real, 2006), allowing them to approach the past from different perspectives (Gu, Huang & Marton, 2004;Ling & Marton, 2011). In algebra, concepts should be presented numerically, graphically, algebraically and descriptively simultaneously (NTCM, 2000); and the description can be presented implicitly.…”
Section: Instructional Learning Messages In Algebramentioning
confidence: 99%