Cultivate a thriving classroom and reignite a love of teaching. Gain effective strategies to understand student behavioral patterns in relation to brain development. With thoughtful suggestions on how to implement and adapt proposed strategies as needed, K-12 teachers will create and manage a classroom environment that maximizes learning and…

This groundbreaking book looks at the development of mathematical thinking in infants and toddlers, with an emphasis on the earliest stage, from zero to three, when mathematical thinking and problem solving first emerge as natural instincts. The text explores the four precursor math concepts--attribute, comparison, change, and pattern--with an…

Are you cultivating the real-world creative problem-solving skills today's diverse learners need for future success? Or have we leaned so far into test preparation that we have left no room for developing our students' unique talents, leaving them disengaged and unmotivated? With the new brain-based Talent-Targeted Teaching and Learning model…

Student learning communities (SLCs) are more than just a different way of doing group work. Like the professional learning communities they resemble, SLCs provide students with a structured way to solve problems, share insight, and help one another continually develop new skills and expertise. With the right planning and support, dynamic…

Describes seven number-sense skills for elementary and middle school grades. Provides eight short stories for grades three through eight designed to develop students' number-sense skills in which students replace missing data so that the story makes sense. (MDH)

Drama is a means to develop imagination and empathy. Simulated experiences can affect profoundly one's judgment and understanding, adding insights and expanding the frame of reference. The name game is a good beginning exercise, especially if participants do not know one another. Each player states his or her name and a favorite object that begins…

Describes classroom approaches for encouraging healthy social interaction: social skills training, and interpersonal cognitive problem solving. Addresses service delivery considerations, such as personnel, purpose, types of children, research and service, and scheduling. (AOS)

Asserts that metacognition is one of the most important developments in the contemporary study of learning. Proposes a theoretical analysis of a number of interrelated issues with regard to their importance for metacognition. Focuses on strategy selection in light of the impasse-based theories of problem solving. (CFR)

Relates research findings on the way primary-grade students communicate mathematical ideas through the use of symbols to a framework for students to investigate the part-whole relationship of quantity. Discusses children's problem-solving abilities, linking word problems and symbols, the importance of context for understanding symbols, and the…

Presents teaching methods to rectify the tendency of students and even teachers to divide the smaller number into the larger in problem situations requiring division, while recognizing the impossibility of the answer in the situation. (MDH)

Students' conceptions of the concept of force are discussed. Possible problem formats and exercises are presented. The need for many formats and variations to help students' resolve their conflicting ideas about physics concepts is stressed. (CW)

The relationship between mental models used in problem solving and strategies children use when problem solving with manipulative materials are discussed. Teaching strategies for bridging the gap between the two are suggested. (CW)

Described is a strategy where students write stories to help in the process of solving problems. The strategy is a five-step process which includes prewriting, writing, conference, revising and editing, and publication. (KR)

Applications of generalizations of both arithmetic and geometric progressions are presented. The first-order difference equation is used in solving seven examples from finance, business, and medicine. Detailed directions are included for each example. (KR)

This article describes a way in which the computer can be used by students in exploring patterns and solving problems associated with number theory. BASIC programs are described, along with classroom questions and procedures that aid in implementation. (Author/KR)