"Accountable Talk" begins with students thinking out loud about a complex problem that requires collaboration: noticing something about the problem, questioning a surprising finding, or articulating, explaining, and reflecting upon their own reasoning. The teacher works to elicit a range of ideas, which may be incomplete. With teacher…

This book uncovers the important issues in language learning and teaching in the intelligent, digital era. "Social connectivity" is a contemporary style of learning and living. By engaging in the connectivity of physical and digital worlds, how essential parts of language learning and teaching can be achieved? How can the advanced…

While technology has the potential to create opportunities for transformative learning in higher education, it is often used to merely reinforce didactic teaching that aims to control access to expert knowledge. Instead, educators should consider using technology to enhance communication and provide richer, more meaningful platforms for the social…

"Children as Researchers in Primary Schools" is an innovative and unique resource for practitioners supporting children to become "real world" researchers in the primary classroom. It will supply you with the skills and ideas you need to implement a "children as researchers" framework in your school that can be adapted for different ages and…

Views the mathematics curriculum in terms of things that can be worked out by someone (necessary) and things about which everyone needs to be informed (arbitrary). This view clarifies the roles that teachers and students have within the complexities of teaching and learning. (Contains 11 references.) (ASK)

Suggests that issues surrounding the teaching of algorithms focus not on whether to teach them but rather on balancing and connecting the development of algorithmic thinking. Presents an approach to help students develop their algorithmic thinking. Contains 18 references. (ASK)

By helping children to form positive thinking and learning habits, and to develop a range of transferable skills, we give them the tools they need to become successful learners. This book is grounded in the best of current practice and theories surrounding thinking and learning skills. It provides a highly effective method for introducing a…

Analyzes a discussion among students as they try to find the perimeter and area of an irregular shape on a geoboard. Considers implications for teaching and suggests reflecting on discourse, students' attributes, and mathematical tasks. (DF)

Presents a questioning strategy designed to provide teachers with tools for thinking about questions and their use in classroom science inquiry. Topics discussed include history, relationships, application, speculation, and explanation. (JRH)

Presents the results of a study that aimed to incorporate a wide range of problem posing situations into students' problem solving in a classroom project with mathematically-able students in the first two years of secondary school. (Contains 15 references.) (ASK)

The Directed Spelling Thinking Activity (DSTA) is a method of teaching spelling to students with learning disabilities by encouraging active thinking and analysis of word patterns. With DSTA, students compare and contrast words that fit different but related spelling patterns. Words illustrating 37 spelling patterns are listed. (Author/DB)

"Thinking Connections" is a thinking strategy program that teaches critical and creative thinking within the context of the regular curriculum. The main focus is helping students think to learn. Other results of this program are to develop positive attitudes, the ability to think an activity through to its conclusion, and to understand…

This book introduces concepts of geometry that students use throughout middle-grade and higher-level mathematics courses. These concepts, presented through the study of transformations, provide a framework for other important topics such as number, measurement, proportional reasoning, and graphing on the coordinate plane. The book is designed for…

Describes the use of chess instruction to develop abstract thinking skills and problem solving among gifted students. Offers suggestions for starting school chess programs, teaching and evaluating chess skills, and measuring the success of both student-players and the program in general. (PB)

Encourages teachers to listen more carefully to what students say. Discusses two modes of reasoning in an effort to understand more deeply what students hear and the styles of reasoning that they might use in mathematics. (Contains 12 references.) (ASK)