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  1. Educational Studies in Mathematics
  2. Educational Studies in Mathematics : Volume 88
  3. Educational Studies in Mathematics : Volume 88, Issue 3, March 2015
  4. Learning to reason from samples
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Educational Studies in Mathematics : Volume 95
Educational Studies in Mathematics : Volume 94
Educational Studies in Mathematics : Volume 93
Educational Studies in Mathematics : Volume 92
Educational Studies in Mathematics : Volume 91
Educational Studies in Mathematics : Volume 90
Educational Studies in Mathematics : Volume 89
Educational Studies in Mathematics : Volume 88
Educational Studies in Mathematics : Volume 88, Issue 3, March 2015
Learning to reason from samples
Data seen through different lenses
Developing students’ reasoning about samples and sampling variability as a path to expert statistical thinking
What I see is not quite the way it really is: students’ emergent reasoning about sampling variability
Proper and paradigmatic metonymy as a lens for characterizing student conceptions of distributions and sampling
Developing students’ reasoning about samples and sampling in the context of informal inferences
Learning to reason from samples: commentary from the perspectives of task design and the emergence of “big data”
Educational Studies in Mathematics : Volume 88, Issue 2, February 2015
Educational Studies in Mathematics : Volume 88, Issue 1, January 2015
Educational Studies in Mathematics : Volume 87
Educational Studies in Mathematics : Volume 86
Educational Studies in Mathematics : Volume 85
Educational Studies in Mathematics : Volume 84
Educational Studies in Mathematics : Volume 83
Educational Studies in Mathematics : Volume 82
Educational Studies in Mathematics : Volume 81
Educational Studies in Mathematics : Volume 80
Educational Studies in Mathematics : Volume 79
Educational Studies in Mathematics : Volume 78
Educational Studies in Mathematics : Volume 77
Educational Studies in Mathematics : Volume 76
Educational Studies in Mathematics : Volume 75
Educational Studies in Mathematics : Volume 74
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Educational Studies in Mathematics : Volume 38
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Educational Studies in Mathematics : Volume 36
Educational Studies in Mathematics : Volume 35
Educational Studies in Mathematics : Volume 34
Educational Studies in Mathematics : Volume 33
Educational Studies in Mathematics : Volume 32

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Learning to reason from samples

Content Provider Springer Nature Link
Author Ben Zvi, Dani Bakker, Arthur Makar, Katie
Copyright Year 2015
Abstract The goal of this article is to introduce the topic of learning to reason from samples, which is the focus of this special issue of Educational Studies in Mathematics on statistical reasoning. Samples are data sets, taken from some wider universe (e.g., a population or a process) using a particular procedure (e.g., random sampling) in order to be able to make generalizations about this wider universe with a particular level of confidence. Sampling is hence a key factor in making reliable statistical inferences. We first introduce the theme and the key questions this special issue addresses. Then, we provide a brief literature review on reasoning about samples and sampling. This review sets the grounds for the introduction of the five articles and the concluding reflective discussion. We close by commenting on the ways to support the development of students’ statistical reasoning on samples and sampling.
Starting Page 291
Ending Page 303
Page Count 13
File Format PDF
ISSN 00131954
Journal Educational Studies in Mathematics
Volume Number 88
Issue Number 3
e-ISSN 15730816
Language English
Publisher Springer Netherlands
Publisher Date 2015-02-07
Publisher Place Dordrecht
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Informal statistical inference Sample Sampling Statistics education Statistical reasoning Mathematics Education Mathematics
Content Type Text
Resource Type Article
Subject Education Mathematics
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