The effects of different models of exploration questioning on young children's associative fluency were examined in two experiments with kindergarteners. It is concluded that asking descriptive and difference exploration questions are most facilitative of children's associative fluency. (Author/SEW)

Assessed the effect of a one-semester college biology course on the development of students (N=72) ability to reason formally and interactions among intelligence, cognitive style, and cognitive level. Includes implications for science instruction. (SK)

Studies children's justification of message choices as characteristics of their reasoning processes. Indicates that interpersonal reasoning increases in sophistication and complexity over the age groups studied and that females reason at a higher level than males. Situational influences on level of interpersonal reasoning were also found. (JMF)

Results of an investigation of the permanency of gains in problem solving, listening, and abstract thinking among fifth graders are reported. Findings indicate that the experimental group with listening training shows greatest gains. (MH)

If British Columbia education policy wanted to promote growth in numeracy and mathematics, the curriculum would provide opportunities to use mathematical concepts in social situations and give students time to move from concrete to abstract thought. Instead, the curriculum emphasizes extensive mechanical understanding and algorithmic manipulation…

Recent contributions from theory, research, and practice in second-language instruction are discussed in relation to mathematics education. Three methods of teaching and learning second languages are described--"Delayed Oral Production," the "Silent Way," and the "Counseling Learning/Community Language Learning." (KR)

Discussed are preservice elementary teachers' misconceptions and inconsistent beliefs about multiplication and division with decimals. Sources of inconsistencies and recommendations for overcoming inconsistencies are included. (KR)

Among conclusions of the review of the literature are that learning-disabled (LD) females have lower IQ's and more severe academic achievement deficits in some aspects of reading and math, but are somewhat better in visual-motor abilities, spelling, and written language mechanics than LD males. (Author/DB)

Argues that the emphasis in law courses on memorizing facts fails to teach the desired concepts of reasoning and problem-solving. Recommends the use of open-book tests. Suggests that because law is an imprecise subject, and there are no right or wrong answers, it should be taught in an open format. (LS)

Children's magical explanations and beliefs were investigated in two studies. Found that many four-year olds view magic as a plausible mechanism, yet reserve magical explanations for certain real world events that violate their causal expectations. Parents and culture at large may at first actively support magical beliefs whereas peers and schools…

Examined the developmental sequence through which adolescents progress in solving a physics problem (balance beam ratio and proportion) and a social problem (predicting the behavior of a story character). Although most of the 9- through 19-year-olds performed at predictable and similar developmental stages on each task, a minority were more…

Examined the conceptions of freedom of speech and religion held by 48 adolescents and young adults, using a structured interview containing assessments of civil liberties in general, in straightforward applications, and in conflict with other social and moral concerns. Findings indicate that sophisticated conceptions of civil liberties emerge by…

The importance of instructing gifted students in correlational reasoning is emphasized, with attention to what the skill involves and why it is difficult to learn; effective teaching strategies; and successful programs in whole-class, cooperative-learning, and computer formats. Implications in programming for gifted students are discussed. (SW)

Challenges the readers comprehension of mathematical induction by presenting four examples of arguments that misrepresent the concept. Discusses the reasons why the arguments lead to false conclusions. (MDH)

This article presents the "concrete semiconcrete abstract" (CSA) teaching sequence for teaching basic math skills to students with and without learning disabilities. Guidelines include providing a minimum of nine instructional lessons (three at each level), each with four lesson steps. Validation of the CSA sequence and lesson format with 15…