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Introducing fraction equivalence and an exploration of fraction comparison, Clip 3 of 4: Proportional Reasoning Continued
Martino, Amy (Researcher); Phillips, Joan (Teacher). - : Robert B. Davis Institute for learning, 1993
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2
Fractions, Grade 4, Clip 3 of 4: Multiple models to represent one half
Martino, Amy (Researcher); Phillips, Joan (Teacher). - : Robert B. Davis Institute for learning, 1993
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3
Introducing fraction equivalence and an exploration of fraction comparison, Clip 4 of 4: Finding the number name for the difference between one half and one third
Martino, Amy (Researcher); Phillips, Joan (Teacher). - : Robert B. Davis Institute for learning, 1993
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4
A30, Fraction problems: Sharing and number lines (Side View), Grade 4, November 1, 1993, raw footage
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5
Introducing Fraction Equivalence and an Exploration of Fraction Comparison, Clip 2 of 4: An introduction to proportional reasoning.
Martino, Amy (Researcher); Phillips, Joan (Teacher). - : Robert B. Davis Institute for learning, 1993
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6
A31, Fraction problems, Sharing and number lines (Overhead/Class view), Grade 4, November 1, 1993, raw footage
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7
Fractions, Grade 4, Clip 2 of 4: Additive vs. multiplicative reasoning
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8
Fraction problems, Sharing and number lines, Clip 3 of 3: Sharing strategies
Maher, Carolyn Alexander (Researcher); Phillips, Joan (Teacher). - : Robert B. Davis Institute for learning, 1993
Abstract: Researcher Carolyn Maher leads a whole class discussion after the students' exploration of the problem: Which is larger, one fourth or one ninth, and by how much? Several students described their conjectures and attempts at solving the problem, and James, Erin, Beth, and Jackie described the models that they had built to solve the problem. The researcher closed the session by noting that the difference between one half and one third, a problem that they had worked on previously, was one sixth, the difference between one third and one fourth was one twelfth, and that the difference between one fourth and one ninth was one thirty-sixth. She asked the students if they noticed any similarities between the solutions and suggested that finding a similarity might help them build models in the future. ; Transcript is also available. ; Robert B. Davis Institute for Learning. (1993). FFraction problems, Sharing and number lines, Clip 3 of 3: Sharing strategies. [video]. Retrieved from http://hdl.rutgers.edu/1782.1/rucore00000001201.Video.000057788 ; Resource is available in QuickTime streaming and downloadable Flash digital video file formats.
Keyword: 3-5; 4; Classroom; Classroom view; Communication; Comparing fractions; Connections; Critical thinking in children--New Jersey--Case studies; Cuisenaire rods; Direct reasoning; Fraction as number; Fractions; Indirect reasoning; Learning; Manipulatives (Education)--Case studies; Mathematics education; Mixed; Number and operations; Physical models; Problem solving; Psychology of--Case studies; Public school; Reasoning and proof; Reasoning by contradiction; Reasoning by upper and lower bounds; Representation; Representations; White
URL: http://hdl.rutgers.edu/1782.1/rucore00000001201.Video.000057788
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