Literature Index

Displaying 1291 - 1300 of 3326
  • Author(s):
    Pfannkuch, M.
    Editors:
    Rossman, A., & Chance, B.
    Year:
    2006
    Abstract:
    Year 11 (15-year-old) students are not exposed to formal statistical inferential methods. Therefore, when drawing conclusions from data, their reasoning must be based mainly on looking at graph representations. This study investigates the type of reasoning that might develop students' informal inferential statistical reasoning towards a more formal level. A perspectives model is developed for a teacher's informal inferential reasoning from the comparison of boxplots. The model is then used to analyse her students' responses to an assessment task. The resultant analysis produced a conjectured hierarchical model for students' reasoning. The implications of the findings for instruction are discussed.
  • Author(s):
    Tinker, R.
    Year:
    1996
    Abstract:
    This paper presents a strategy for the wise use of information technologies to<br>support significant improvements in school mathematics and science. As a result,<br>this article makes no attempt to cover the entire educational technology landscape<br>with an even hand. What is attempted is to map out a balanced strategy that cash-strapped schools could pursue as part of a larger effort to make substantial<br>improvements in teaching in these fields.
  • Author(s):
    Glencross, M. J.
    Editors:
    Davidson, R., &amp; Swift, J.
    Year:
    1986
    Abstract:
    The introduction of statistics into local mathematics syllabuses in 1984 has stimulated much activity in the field of teacher education, in both pre- and in-service courses. Bearing in mind that "the teaching of statistics is substantially more difficult than many other branches of mathematics", that most of our teachers have an inadequate background in statistics and that few of them have taken a methods course covering the teaching of the subject, it was clear that there was a need for some form of in-service education and training to help teachers at the junior high school level to implement the new syllabus. Thus a short in-service course was designed to meet the needs of these teachers.
  • Author(s):
    Watson, J. M.
    Year:
    1993
    Abstract:
    Following the questions raised by Watson (1992) concerning research in probability and statistics education in Australia in the 1990's, this paper reports on the initial trailing of items with 64 Grade 9 and 10 Grade 6 students. The analysis supports the belief that misconceptions observed in other countries also are present in Australia. Further, the application of a developmental cognitive model offers promise for classifying responses to items and structuring remediation procedures. Suggestions are made for the next stage of research in the area.
  • Author(s):
    Lobato, J., Clarke, D., Ellis, A. B.
    Year:
    2005
    Abstract:
    We address the telling/not-telling dilemma in mathematics education. Telling is instructionally important, but has been downplayed because of (a) perceived inconsistencies between telling and constructivism, (b) increased awareness of the negative consequences of relying too heavily on telling, and (c) a focus on "non-telling" actions as pedagogical implications of constructivism. In response, we advance a theoretical reformulation of telling as the set of teaching actions that serve the function of stimulating students' mathematical thoughts via the introduction of new ideas into a classroom conversation. We reformulate telling in three ways: (a) in terms of the function (which involves attention to the teacher's intention, the nature of the teaching action, and the students' interpretations of the action) rather than the form of teachers' communicative acts; (b) in terms of the conceptual rather than procedural content of the new information; and (c) in terms of its relationship to other actions rather than as an isolated action. This reformulation resolves some of the concerns with teaching as telling and helps establish the legitimacy of providing new information within a constructivist perspective on learning.
  • Editors:
    Pfannkuch, M., Budgett, S., & Ben-Zvi, D.
    Year:
    2018
  • Author(s):
    Fusun F. Gonul and Roger A. Solano
    Year:
    2013
    Abstract:
    We investigate business undergraduate mathematics-based courses in a blended environment of online assignments and exams and offline lectures, and report the impact on academic performance of factors such as classroom attendance, web-based course supplements, and homework. We present results from both ordinary least squares and fixed effects, where the latter method controls for unobserved heterogeneity among students. We discuss biases in estimation when the ordinary least squares method is used, resulting from the fact that it ignores unobserved heterogeneity. The fixed effects results suggest that (1) class attendance has a positive impact on exam score, (2) a student who achieves proficiency in a greater number of Khan Academy skillsets to prepare for an exam takes longer to complete an exam but does not experience a significant change in exam score, (3) a student who spends more time completing the homework spends more time completing the exam but does not experience a significant change in exam score, and (4) students who score relatively higher in homework tend to score relatively higher in exams and finish in less time than other students.
  • Editors:
    Nelson, B. S.
    Year:
    1995
    Abstract:
    Six years after the publication of the National Council of Teachers of Mathematics; (NCTM's) Curriculum and Evaluation Standards for School Mathematics, which set the course for a new era of mathematics education reform, professional development for mathematics teachers has moved tothe center of the reform agenda. The argument adequately power the reforms (Cohen, 1990; Little, 1993; Lord, 1994). Rather, they depend on the transformation of teaching in the nation's many classrooms. Many teachers have embarked on the project of changing their teaching toward that envisioned in the Standards. Their work leads us to the follwoing questions: Where are we in our understanding of the nature of this process? How can we help teachers in their efforts to invent a new form of teaching? and How can we continue to learn about what such invention entails?
    Location:
  • Author(s):
    Enyedy, N., Goldberg, J.
    Year:
    2004
    Abstract:
    In this study, we seek a better understanding of how individuals and their daily interactions shape and reshape social structures that constitute a classroom community. Moreover, we provide insight into how discourse and classroom interactions shape the nature of a learning community, as well as which aspects of the classroom culture may be consequential for learning. The participants in this study include two teachers who are implementing a new environmental science program, Global Learning through Observation to Benefit the Environment (GLOBE), and interacting with 54 children in an urban middle school. Both qualitative and quantitative data are analyzed and presented. To gain a better understanding of the inquiry teaching within classroom communities, we compare and contrast the discourse and interactions of the two teachers during three parallel environmental science lessons. The focus of our analysis includes (1) how the community identifies the object or goal of its activity; and (2) how the rights, rules, and roles for members are established and inhabited in interaction. Quantitative analyses of student pre- and posttests suggest greater learning for students in one classroom over the other, providing support for the influence of the classroom community and interactional choices of the teacher on student learning. Implications of the findings from this study are discussed in the context of curricular design, professional development, and educational reform.
  • Author(s):
    Tracey Carr
    Year:
    2008
    Abstract:
    This article considers being inspired by statistics as<br>both a learner and a teacher. It looks particularly<br>at a task involving research of Minard's Map, a<br>statistical representation, to create and present a<br>statistical task for a learner. It describes how the<br>use of imagery, and the enthusiasm that developed<br>as the map and its context were explored by the<br>teacher, were passed on to the learner.

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The CAUSE Research Group is supported in part by a member initiative grant from the American Statistical Association’s Section on Statistics and Data Science Education

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