Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard

This column introduces the reader to an essay by anthropologist Gregory Bateson on the nature of learning. In that essay, he stratifies the learning process into categories based on what aspect of the student’s understanding is required to change in order to accomplish a given learning task. A discu...

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Main Author: Dorothy Wallace
Format: Article
Language:English
Published: National Numeracy Network 2019-07-01
Series:Numeracy
Subjects:
Online Access:https://scholarcommons.usf.edu/numeracy/vol12/iss2/art20
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author Dorothy Wallace
author_facet Dorothy Wallace
author_sort Dorothy Wallace
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description This column introduces the reader to an essay by anthropologist Gregory Bateson on the nature of learning. In that essay, he stratifies the learning process into categories based on what aspect of the student’s understanding is required to change in order to accomplish a given learning task. A discussion of the first three categories is followed here by examples from quantitative reasoning tasks and a further example from the ongoing discussion in the community of what numeracy entails. Bateson’s classification of learning into “logical categories” sheds light on what the goals of numeracy ask of both student and teacher, as well as what may be needed beyond a single course to accomplish those goals.
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spelling doaj.art-6a6ed1e8995d4212aea89eae9c4f61322022-12-22T02:00:01ZengNational Numeracy NetworkNumeracy1936-46602019-07-01122https://doi.org/10.5038/1936-4660.12.2.20Parts of the Whole: Logical Categories of Learning: Why Teaching QR is HardDorothy Wallace0Dartmouth CollegeThis column introduces the reader to an essay by anthropologist Gregory Bateson on the nature of learning. In that essay, he stratifies the learning process into categories based on what aspect of the student’s understanding is required to change in order to accomplish a given learning task. A discussion of the first three categories is followed here by examples from quantitative reasoning tasks and a further example from the ongoing discussion in the community of what numeracy entails. Bateson’s classification of learning into “logical categories” sheds light on what the goals of numeracy ask of both student and teacher, as well as what may be needed beyond a single course to accomplish those goals.https://scholarcommons.usf.edu/numeracy/vol12/iss2/art20quantitative reasoningnumeracymathematics educationlogical categoriesGregory Bateson
spellingShingle Dorothy Wallace
Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard
Numeracy
quantitative reasoning
numeracy
mathematics education
logical categories
Gregory Bateson
title Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard
title_full Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard
title_fullStr Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard
title_full_unstemmed Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard
title_short Parts of the Whole: Logical Categories of Learning: Why Teaching QR is Hard
title_sort parts of the whole logical categories of learning why teaching qr is hard
topic quantitative reasoning
numeracy
mathematics education
logical categories
Gregory Bateson
url https://scholarcommons.usf.edu/numeracy/vol12/iss2/art20
work_keys_str_mv AT dorothywallace partsofthewholelogicalcategoriesoflearningwhyteachingqrishard