This paper presents research that exists at the crossroad of scholarly practice and scholarly inquiry. We outline the process in the design, enactment, and empirical examination of an elementary methods course activity, Exploring and Supporting Student Thinking (ESST), which engaged 18 elementary prospective teachers (PTs) in two sessions of…

The present article highlights teacher paraphrasing, a response habit that can hinder student problem solving, authentic classroom dialogue, and promotion of a democratic classroom. Specifically, it discusses reasons teachers may have for paraphrasing student comments, along with potential impediments for student learning. Alternative response…

Science, technology, engineering, and mathematics (STEM) education is an emerging initiative in Australia, particularly in primary schools. This qualitative research aimed to understand Year 4 students' involvement in an integrated STEM education unit that focused on science concepts (e.g., states of matter, testing properties of materials) and…

The present study builds on research that indicates that teachers play a key role in promoting those interactional behaviours that challenge children's thinking and scaffold their learning. It does this by seeking to determine whether teachers who implement cooperative learning and receive training in explicit strategic questioning strategies…

Fundamental for mentoring a preservice teacher is the mentor's articulation of pedagogical knowledge, which in this research draws upon specific practices, viz.: planning, timetabling lessons, preparation, teaching strategies, content knowledge, problem solving, questioning, classroom management, implementation, assessment and viewpoints for…

Discusses Means-End Critical Analysis of Subject Matter (MECA*SM), a new instructional approach that allows subject matter and critical thinking to be taught simultaneously through the use of Socratic questioning and systematic problem solving. (DMM)

This book provides a framework to help teachers connect brain-compatible learning, multiple intelligences, and the Internet to help students learn and understand critical concepts and skills. Educators will find internet-based activities that feature interpersonal exchange, problem-solving, and information gathering and analysis, plus…

This article describes how gifted primary children can play with and extend mathematical concepts when guided with appropriate leading questions that scaffold their explorations. Suggested activities help children explore binary numbers, triangular numbers, squares and square roots, prime numbers, fractions, percentage, ratios, calculator work,…

Stresses the virtues of one technique and the limitations of another technique for focusing on a writing topic. (RL)

This essay examines flaws in the standard hypothetical-deduction inquiry model and offers another quite different model of inquiry, the multiple-completing model, for use in the school classroom. In positing this new model of inquiry the assumption has been made that a pedagogical inquiry model need not necessarily be an accurate reflection of…

Lists 30 reminders for successfully communicating with students and nurturing their interest in science. Each reminder is accompanied by specific strategies for working with middle school students. (DDR)

Presented are three methods to enrich the mathematics classroom. The first introduces an activity allowing students to discover the law of sines. The second gives eight distance-rate-time problems of value for their counterintuitive or elegant solutions. The third poses multiple answer questions that promote student interaction and communication.…

Describes a dental teaching strategy that promotes acquisition of psychomotor skills through use of metacognition and problem-solving. In five steps, questions are asked to guide the learner through a sequence of discriminations leading to recognition of problems and solutions. Clearly defined criteria in a sequence reflecting procedure are…

Discusses the role of teacher questioning in the development of a child's concepts of and about mathematics. Proposes the development of mathematical concepts and procedures in problem-solving situations through questioning that engages student thinking and decision making. (MDH)

Presents three features of "Good" questions: requires students to do more than simply remember a strategy to answer; promotes student learning while answering the question; and have several acceptable answers. Considers how questions can be used to cater to the range of student abilities. (MDH)