Growth Mindsets are recognized as a powerful teaching and learning tool. To avoid misunderstanding, misuse or oversimplification, this new book explores what Mindsets are, what they are not and how effective use of them can support and enhance learning and teaching. It takes a focused look at whether a more general approach to mindsets for all…

Educational practice does not, for the most part, rely on research findings. Instead, there's a preference for relying on our intuitions about what's best for learning. But relying on intuition may be a bad idea for teachers and learners alike. This accessible guide helps teachers to integrate effective, research-backed strategies for learning…

This publication provides research-based guidance for intensifying instruction in reading and mathematics for students with significant learning difficulties, including students with disabilities, in kindergarten through grade 12. The guide gives technical assistance providers and states information reflecting "best practices" for implementing…

A classification of the simple combinatorial configurations which correspond to various cases of distribution and ordering of objects into boxes is given (in French). Concrete descriptions, structured relations, translations, and formalizations are discussed. (MNS)

Motor skills acquisition in elementary children is facilitated when the cognitive processes of selective attention and rehearsal are applied. Teaching techniques which promote development of these processes include use of verbal cues, mental and verbal rehearsal, questioning, and recall through testing. Sample verbal cues for selected motor skills…

Discusses the cognitive processes and emotional needs that influence developmental changes related to fears and suggests some techniques which adults may use to help children cope with their fears. (Author/MP)

This monograph provides teachers with a wide range of articles on the teaching of problem solving in the mathematics classroom. The first section, on Understanding the Problem, includes articles which provide a sense of the "problem" of teaching problem solving. The second section, on Devising a Plan, provides suggested plans for…

The development of the ability to identify unstated assumptions in arguments should begin in the kindergarten and elementary school if a high level of proficiency is eventually to be reached in sizing up assertions. A clear thinker needs to make sure that propositions are clear by making unstated assumptions explicit. Since children commonly use…

When the words "problem" and "answers" are used in connection with computational exercises, students think they are solving problems. Distinguishing between computational forms and problems is illustrated with a variety of topics. (MNS)

The purpose of this book is to help teachers learn about promising materials, methods and techniques for teaching creative thinking and problem solving in their classrooms. Information about teaching methods or techniques which can be readily adapted by the teacher to fit any grade level and subject area are presented. Specific directions on how…

Questions about teaching rational numbers are discussed, dealing with when to teach the meaning of fractions and of decimals, when and how to teach computation with fractions and with decimals, and other issues. (MNS)

Division of fractions and division of decimals, both troublesome, are discussed in relation to helping students learn well and retain what they have learned. A strong conceptual base, mastery of related concepts and skills, and meaningful development are stressed. (MNS)

Archimedes' shoemaker's knife problem is interesting in its own right and also allows the demonstration of heuristic teaching ideas and a different method of doing a routine construction. The focus in the article is on the thought processes involved and questions asked when attempting proofs with the problem. (MNS)

Children need more than activities to help them see that the relationship expressed in a formula is true. Giving them the underlying principles will contribute to better comprehension, retention, and transfer. (MNS)

This booklet provides methods that teachers can use to analyze questioning techniques and suggests ways that teachers can develop variety in the type of questions they ask. Both Bloom's "Taxonomy of Educational Objectives, Handbook I: Cognitive Domain," and the Question Category System for Science are discussed as systems for classifying…