Comparing fractions and evaluating models that represent solutions, Clip 3 of 8: Sharing Alan's candy bar model
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MovingImage
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Research data
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Observational data
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Edited data
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Longitudinal data
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School
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Qualitative research
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Educational interventions (large group)
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Conover Road (Colts Neck, N.J.)
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Alan (student)
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Jessica (student)
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Kelly (student)
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Jackie (student)
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Michael (Colts Neck, student)
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Andrew (student)
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Erik (student)
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Beth (student)
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Sample of human subjects
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Mathematics education
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Learning, Psychology of--Case studies
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Critical thinking in children--New Jersey--Case studies
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(authority = Grade range)
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(authority = NCTM Content)
Topic
Number and operations
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Reasoning and proof
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Manipulatives (Education)--Case studies
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Topic
Comparing fractions
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(authority = rbdil_forms of reasoning, strategies and heuristics)
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(authority = rbdil_forms of reasoning, strategies and heuristics)
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Topic
Operations with fractions
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Colts Neck Township Schools
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City
Colts Neck (N.J. : Township)
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1
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video/x-flv
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Social science
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Mathematics education
Note
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Transcript and student work are also available.
Note
(type = APA citation)
Robert B. Davis Institute for Learning. (1993). Comparing fractions and evaluating models that represent solutions, Clip 3 of 8: Sharing Alan's candy bar model [video]. Retrieved from
Name
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Maher
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Carolyn Alexander
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Researcher
Affiliation
Rutgers, the State University of New Jersey
Name
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Davis
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Robert B. (Robert Benjamin)
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Rutgers, the State University of New Jersey
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Researcher
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New Brunswick, NJ
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Robert B. Davis Institute for Learning
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1993-10-01
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TitleInfo
Title
The development of mathematical reasoning in elementary school students' exploration of fraction ideas / by Dina Yankelewitz
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http://hdl.rutgers.edu/1782.1/rucore10001500001.ETD.000054787
RelatedItem
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TitleInfo
Title
Tracing the growth in understanding of fraction ideas : a fourth grade study / by Elena Perrone Steencken
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http://hdl.rutgers.edu/1782.1/rucore10001600001.ETD.000055125
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A83, Comparing fractions and evaluating models that represent solutions (classroom view), Grade 4, October 1, 1993, raw footage.
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A83-19931001-CNCR-CV-CLASS-GR4-FRC-CMPRF-RAW
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A84, Comparing fractions and evaluating models that represent solutions (presentation view), Grade 4, October 1, 1993, raw footage.
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A84-19931001-CNCR-PV-CLASS-GR4-FRC-CMPRF-RAW
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A85, Comparing fractions and evaluating models that represent solutions (side view), Grade 4, October 1, 1993, raw footage.
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A85-19931001-CNCR-SIV-CLASS-GR4-FRC-CMPRF-RAW
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DescriptiveEvent
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Ed.D. dissertation references the video footage that includes Comparing fractions and evaluating models that represent solutions, Clip 3 of 8: Sharing Alan's candy bar model
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Rutgers, the State University of New Jersey, New Brunswick, NJ
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Rutgers, the State University of New Jersey
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The development of mathematical reasoning in elementary school students' exploration of fraction ideas
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http://hdl.rutgers.edu/1782.1/rucore10001500001.ETD.000054787
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http://hdl.rutgers.edu/1782.1/rucore10001500001.ETD.000054787
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Dissertation available in digital format in the Rutgers University Libraries' dissertation collection.
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2009
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Steencken, Elena Perrone
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Rutgers, the State University of New Jersey
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Tracing the growth in understanding of fraction ideas
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http://hdl.rutgers.edu/1782.1/rucore10001600001.ETD.000055125
Reference
http://hdl.rutgers.edu/1782.1/rucore10001600001.ETD.000055125
Detail
Dissertation available in digital format in the Rutgers University Libraries' dissertation collection.
Label
Ed.D. dissertation references the video footage that includes Comparing fractions and evaluating models that represent solutions, Clip 3 of 8: Sharing Alan's candy bar model
Place
Rutgers, the State University of New Jersey, New Brunswick, NJ
DateTime
(encoding = w3cdtf);
(qualifier = exact)
2001
Identifier
(type = rbdil)
A83A84A85-FRC-CMPRF-CLIP003
TitleInfo
Title
Comparing fractions and evaluating models that represent solutions, Clip 3 of 8: Sharing Alan's candy bar model
Abstract
(type = summary)
In the third clip Alan presented another model to show the difference between one half and one third. He built a model using one dark green rod, two light green rods, three red rods, and six white rods, and showed that the difference between one half, or a light green rod, and one third, a red rod, is the length of the white rod, which he named one sixth. Jessica challenged Alan’s solution by saying that Alan was making a different size candy bar. Kelly and Jackie said that they agreed with Alan and countered Jessica’s argument. Jackie explained how one can make a model with a different size and suggested that Alan had used a different size model, which was in line with the rules that had been set. Michael also backed Alan’s argument and explained how the white rods should be called one sixth. Jessica agreed that that was true, but repeated that it was a different size candy bar. Erik contributed to the argument, saying that they had said that any one sixth was correct, implying that Alan’s solution was legitimate. Researcher Carolyn Maher asked the class what they thought about why Jessica was confused. Erik said that the issue that Jessica had was that the sixth wasn’t the same size, implicitly backing Jessica’s argument. Michael countered this, saying that the rod that was called a “whole” wasn’t the same size either, and implying that had resolved the problem. Jessica repeated her argument and Andrew attempted to clarify why Alan was correct. Erik then tried to back Jessica’s argument, noting that although Alan hadn’t switched candy bars within his solution, but that he had switched from the orange and red train that Jessica had used originally. The researcher asked the class what Jessica was confused about. Michael repeated his earlier reasoning, saying that Jessica was confused since there was a different size one sixth but that Alan was justified in what he did since he had also switched the whole. With this summary, Michael integrated Andrew’s argument into his own.
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http://hdl.rutgers.edu/1782.1/rucore00000001201.Video.000067441
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Robert B. Davis Institute for Learning Mathematics Education Collection
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rucore00000001201
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NjR
Identifier
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doi:10.7282/T3R21000
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