This study aims to underline the importance of school-based social-emotional learning (SEL) by exploring the relationship between self-regulated learning (SRL) strategies and science achievement with a moderator of students' emotional skills. In previous studies, SEL scholars have paid attention to explaining the complicated relationships among…

Primary school teachers are often tasked with puberty/sexuality education for students who are undergoing sexual maturation at ever-earlier ages. This study explores the changing trajectories of the pre-service learning and teaching of primary school puberty/sexuality education at an urban university, including student-teachers' childhood…

The vision of K-12 standards-based mathematics reform embraces a greater emphasis on students' ability to communicate their understandings of mathematics by utilizing adaptive reasoning (i.e., reflection, explanation, and justification of thinking) through mathematics discourse. However, recent studies suggest that many students lack the…

The relationship between forward and backward digit span and basic cognitive processes was examined. Subjects were administered measures of sequential processing, simultaneous processing, and planning. Correlational analyses indicated the serial processing character of forward digit span, and the relationship between backward digit span and…

Experiments were conducted to explore the operation of retrieval processes in elementary age children's active rehearsal strategies. Using free-recall tasks, subjects were given instructions in active rehearsal as well as supports that might facilitate retrieval operation. Findings suggested that retrieval per se was not necessary for beneficial…

The hypothesis investigated is that understanding of the long division algorithm requires a higher cognitive level than understanding of fundamental division concepts. Sixth-grade children were tested on performance and understanding of a given algorithm and concepts of division. (MP)

Shares detailed episodes of children's work in repeatedly partitioning geometric shapes to highlight the process of recursion, which can lead to a deeper understanding of imagination and beauty in children's mathematics. (MKR)

Using a comprehension-monitoring model, 192 skilled and less skilled readers from 3rd and 6th grade read stories containing inconsistent information. Half of the students constructed a storyboard representation of the stories and half only read the text. Results reveal that storyboard construction enhanced the integration of text propositions and…

The present study affords an explanation for the consistent, but not always statistically significant, pattern showing superior verbal discrimination learning performance for low- as compared to high-frequency words. In a frequency judgment task it was found that relative to high-frequency words, low-frequency words for which subjects (sixth…

Tests the theoretical proposition that developmental increase in memory span results from a corresponding increase in the use of grouping strategies. (BJD)

Investigation of the links between understanding of the numeration system and representations of the counting sequence 1-100 of (n=77) high-ability grades 5 and 6 children revealed three dimensions of external representation: pictorial, iconic, or notational characteristics. (44 references) (MKR)

Investigates common problem-solving strategies of sixth-grade students (N=25) identified by their teachers as having superior abilities in problem solving. Audiotaped interview problem-solving sessions recorded behaviors of individual students. Conclusions are that superior problem solvers share common strategies for different types of problems.…

A study of 46 sixth graders designed to compare the problem-solving performance of pupils using calculators with that of students not using calculators is reported. The argument that calculator availability facilitates problem solving is supported. (MP)

Two experiments explored the relationship between conceptual and procedural knowledge. Results revealed that fourth and sixth graders made computational errors even though they possessed conceptual knowledge. Fifth graders mastered conceptual knowledge before procedural knowledge. Results support the dynamic interaction theory. (BC)

A study to determine the effects of higher level interactive questioning procedures on the cognitive abilities of gifted students was conducted with 14 gifted sixth grade students. The students were selected from a public school enrichment program and randomly assigned to one of two groups that met for five weekly sessions. The control group was…