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1
PUP Math: Gang of four
Harvard-Smithsonian Center for Astrophysics. - : Annenberg Learner, 2000
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2
Comparing fractions, a whole class debate, Clip 2 of 5: Remembering the candy bar
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
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3
Discovering equivalent fractions and introducing fraction notation, Clip 2 of 5: David and Meredith compare one half and two thirds
Martino, Amy Marie (Researcher); Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
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4
Comparing fractions and evaluating models that represent solutions, Clip 1 of 8: Writing assignment, reviewing solutions
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5
Reviewing rod relationships and the candy bar problem, Clip 3 of 6: What is the number name for red when the yellow and light green rod is two? A whole class discussion
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
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6
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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7
Reviewing rod relationships and the candy bar problem, Clip 1 of 6: Whole class review of number name problems
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
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8
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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9
PUP Math Brandon interview
Harvard-Smithsonian Center for Astrophysics. - : Annenberg Learner, 1993
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10
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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11
Fraction as number, an introduction, Clip 1 of 8: Assigning number names to rods
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
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12
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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13
Fractions, Grade 4, Clip 2 of 4: Additive vs. multiplicative reasoning
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14
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
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15
Comparing fractions and evaluating models that represent solutions, Clip 4 of 8: Comparing one half and one third, different number names for the white rod
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16
Reviewing rod relationships and the candy bar problem, Clip 5 of 6: Comparing one half and one third, part 1
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
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17
Fraction as number, an introduction, Clip 3 of 8: Permanent color names and flexible number names for rods
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for Learning, 1993
Abstract: In the third of eight clips from this session, researcher Carolyn Maher asked the students what number name they would give the red rod if the green rod was called one. Beth said that the red rod would be called one third and explained, “if you put three on them it makes one whole.” Next the researcher asked the students if the light green rod was one third as long as the blue rod. Jessica responded that this was true, since three light green rods equaled the blue rod in length and the whole class agreed that the light green rod would be called one third if the blue rod was called one. At this point, the researcher noted that different rods had been called one in previous tasks. She asked the class if number names of the rods could change and if color names of the rods could change. The students answered that the number names could change and eventually came to the consensus that the color names of the rods were permanent. The researcher then asked the students to explain how the number names could change and Erik responded directly by using the two problems that they had just worked on as examples. Michael then explained further that this happened when different rods were given the number name one in the different problems. The researcher then asked the students to find all the different rods and determine their color names. The students organized their rods in a variety of ways to determine the amount of different rods. The researcher asked Kelly to describe how she had organized the rods, and Kelly explained that she had begun by finding the longest rod and had proceeded to organize them by length until she had found the smallest rod. She then listed the rods by color in that order. ; Transcript and student work are also available. ; Robert B. Davis Institute for Learning. (1993). Fraction as number, an introduction, Clip 3 of 8: Permanent color names and flexible number names for rods [video]. Retrieved from
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; Learning; Manipulatives (Education)--Case studies; Mathematics education; Mixed; Number and operations; Operations with fractions; Physical models; Presentation view; Problem solving; Psychology of--Case studies; Public school; Reasoning and proof; Representation; Sample of human subjects; Side view; White
URL: http://hdl.rutgers.edu/1782.1/rucore00000001201.Video.000067411
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18
Fraction problems, Sharing and number lines, Clip 1 of 3: Sharing candy bars, Introducing the problem
Maher, Carolyn Alexander (Researcher). - : Robert B. Davis Institute for learning, 1993
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19
PUP Math Towers of Hanoi
Harvard-Smithsonian Center for Astrophysics. - : Annenberg Learner, 1993
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