What Is Mathematical Beauty And Can Anyone Experience It?
How is it possible that a mathematician might talk of beauty in an equation more passionately than an artist talks about a painting? And if mathematics is so beautiful, why haven't more of us experienced this beauty? Daniel Pearcy tries to understand what mathematical beauty is, and whether anyone can experience it.
Resource for dance educators, physical educators, classroom teachers, and dance specialists. Reference for educators using dance integration to teach math and science in elementary education.
How do children relate to numbers and mathematics? How can they be helped to understand and make sense of them? People are rarely ambivalent towards mathematics, having either a love or hate relationship with the subject, and our approach to it is influenced by a variety of factors. How we are taught mathematics as children plays a big role in our feelings towards it. Numbers play a large part in our lives, and it is therefore beneficial to inspire a positive attitude towards them at a young age. With contributors comprised of teachers, teacher educators, mathematicians and psychologists, Mathematical Misconceptions brings together information about pupils' work from four different countries, and looks at how children, from the ages of 3 - 11, think about numbers and use them. It explores the reasons for their successes, misunderstandings and misconceptions, while also broadening the reader's own mathematical knowledge. Chapters explore: - the seemingly paradoxical number zero - the concept of equality - children's perceptions and misconceptions of adding, subtracting, multiplying and dividing - the learning process - the ways in which children acquire number concepts. This unique book will transform the way in which primary school teachers think about mathematics. Fascinating reading for anyone working with children of this age, it will be of particular interest to teachers, trainee teachers and teaching assistants. It will show them how to engage children in the mysteries and delights of numbers.
50 More Practical Strategies for Linking Assessment, Instruction, and Learning
Descriptions of how the FACTs promote learning and inform teaching, including illustrative examples, support the inextricable link between instruction and learning. Instead of a one-size fits all approach, this one-of-a-kind resource will help teachers build a bridge between students' initial ideas and correct mathematical thinking. The authors also provide important guidance with each technique, including usage tips and caveats, implementation examples and suggested modifications.
Strengthening Early Math and Science Skills through Spatial Learning
Teach spatial skills to young children-and improve their overall academic outcomes. This innovative teaching resource has the research-based insights and practical activities early childhood educators need to promote spatial development throughout the school day.
A Framework and Tools for Guiding Classroom Number Learning
This latest book in the best-selling Math Recovery (R) series is your K-5 classroom starter kit for transforming mathematics learning outcomes and helping all students realize their potential. It contains the latest version of the Learning Framework in Number, the structured approach underpinning Math Recovery professional development that ......
Decades of research has shown that introducing STEM content like coding and engineering during the foundational early childhood years can lead to many benefits, such as improving children's number sense, problem-solving skills, and sequencing ability. Unfortunately, the costs of STEM technologies can be a barrier for many early childhood ......
This practical guide for teaching numeracy to children with a developmental disability is based on core concepts from the landmark Mathematics Recovery (R) text Teaching Number (aka 'the green book') that have been adapted for children with developmental disabilities. It sets out key principles of teaching and learning underpinning an evidence-based teaching approach and provides clear guidance on how educators can plan and implement a structured teaching program so that every child can be given a positive experience in learning numeracy and achieve significant outcomes, maximizing their potential. The book is supported by a comprehensive set of online resources for use in the classroom, including 90+ lesson plans carefully tailored to provide sequenced learning experiences for children and school students who may need them most...
This practical and popular guide to children's common errors and misconceptions in primary mathematics is an essential tool for you as a teacher or trainee. It helps you plan for and tackle potential errors and enhances your understanding of the difficulties encountered in mathematical development. Providing guidance on how to identify common misconceptions, it explores how common misconceptions can be anticipated and addressed. The book: Is linked to the new National Curriculum and covers every objective. Explores contemporary themes and approaches being used in primary classrooms and schools today. Covers mastery approaches to teaching mathematics, exploring 'what is mastery'? Gives support around preparing children for new statutory times tables test with new content and a deeper exploration of children's errors in multiplication. Includes intervention strategies and scenario sections.
