DescriptionThis was the first session that 6th grade students from the Plainfield, NJ district explored probability through dice games in an after-school enrichment program. In this video (video 42a, part 1 of...
DescriptionThis was the first session that 6th grade students from the Plainfield, NJ district explored probability through dice games in an after-school enrichment program. In this video (video 42b, part 1 of...
DescriptionThis video is a continuation of the first session that 6th grade students from the Plainfield, NJ district explored probability through dice games in an after-school enrichment program. In this video...
DescriptionThis video is a continuation of the second session that 6th grade students from the Plainfield, NJ district explored probability through dice games in an after-school enrichment program. In this video...
DescriptionThis is the second session of Cohort Two of the Informal Mathematics Learning study. In this clip, students are discussing their responses to prompts involving the relationship between Cuisenaire...
DescriptionThis is the first session that Cohort Two of the Informal Mathematics Learning study. Students make observations about the Cuisenaire rods and make claims about relationships involving the rods.
DescriptionThis is the third session of Cohort Two of the Informal Mathematics Learning study. In this clip, students are working on the problem "Claim: the red rod is 1/4 as long as the brown rod. What do you...
DescriptionThis is the third session of Cohort Two of the Informal Mathematics Learning study. In this clip, students are working on the problem "Can you find another set of rods that have the same relationship...
DescriptionThis is the second session of Cohort Two of the Informal Mathematics Learning study. In this clip, students present their claims to the whole group and defend their reasoning using Cuisenaire rods.
DescriptionThis is the fourth session of Cohort Two of the Informal Mathematics Learning study. In this video, students are working on the problem: If the number name for the dark green rod is one, what would...