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Mathematical Discovery on Understanding, Learning and Teaching Problem Solving, Volumes I and II Combined Edition
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A unique, heuristic approach to mathematical discovery and problem solving
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Ce qui se démarque
Détails du produit
| Publisher | Wiley |
| Publication date | January 16, 1991 |
| Edition | Combined |
| Language | English |
| Print length | 463 pages |
| ISBN-10 | 0471089753 |
| ISBN-13 | 978-0471089759 |
| Item Weight | 1.3 pounds (590 grams) |
| Dimensions | 5.88 x 1.05 x 9 inches (14.9 x 2.7 x 22.9 cm) |
À qui est-ce destiné ?
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Mathematics Instructors
Teachers looking to enhance their problem-solving teaching techniques will find valuable insights and strategies in this book.
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Education Students
Students pursuing degrees in education can gain a deeper understanding of math pedagogy and effective problem-solving methods.
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Curriculum Developers
Professionals designing math curricula will benefit from innovative approaches and frameworks presented in this comprehensive resource.
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Casual Learners
Individuals seeking light or casual reading on mathematics may find this resource overly academic and dense.
DESCRIPTION DU PRODUIT
Mathematical Discovery on Understanding, Learning and Teaching Problem Solving, Volumes I and II Combined Edition
Questions et réponses des clients
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question:
What is the main purpose of the book 'Mathematical Discovery: On Understanding, Learning and Teaching Problem Solving'?
répondre: The primary purpose of 'Mathematical Discovery' is to enhance the understanding of mathematical concepts through problem-solving techniques. The book emphasizes the importance of discovering mathematics rather than merely applying formulas. It provides educators and learners with best practices in teaching and learning, focusing on fostering critical thinking and creativity in mathematical problem-solving. For instance, teachers can integrate these strategies in classrooms to encourage students to explore mathematical ideas and develop a deeper appreciation of the subject. -
question:
Who is the target audience for this book?
répondre: 'Mathematical Discovery' is designed for a diverse audience, including educators, students, and curriculum developers. It specifically targets mathematics teachers looking to incorporate innovative teaching methods into their classrooms while offering valuable insights for aspiring educators and researchers interested in mathematics education. Additionally, students who seek to enhance their understanding of mathematical principles can benefit from the practical approaches and examples presented in the book. This makes it a comprehensive resource for anyone passionate about mathematics and education. -
question:
What topics are covered in 'Mathematical Discovery'?
répondre: 'Mathematical Discovery' covers a wide array of topics related to understanding and teaching mathematical problem-solving. Key areas include cognitive processes in mathematical thinking, strategies for teaching problem-solving, and the integration of real-life applications of mathematics. Each section includes practical examples and teaching methodologies, enabling educators to apply theories in a classroom setting. For example, educators can use case studies presented in the book to illustrate problem-solving techniques to their students, making math more relatable and engaging. -
question:
How can this book improve my teaching methods?
répondre: This book can significantly enhance your teaching methods by providing a range of innovative strategies for teaching problem-solving in mathematics. By focusing on discovery-based learning, it encourages teachers to shift from traditional lecturing to more interactive and engaging approaches. For instance, employing the techniques outlined can help foster an inquiry-based environment where students feel empowered to explore and formulate their mathematical understanding. Consequently, this leads to greater student engagement and enthusiasm in learning. -
question:
Are there any practical examples included in the book?
répondre: 'Mathematical Discovery' is rich with practical examples and case studies that illustrate effective problem-solving techniques. These examples not only showcase mathematical concepts but also demonstrate how to implement these concepts in real-life situations and classroom practices. Each chapter often contains exercises and problems designed to promote discovery learning among students. For example, a case study in the book might guide teachers in organizing mathematics workshops, where students can collaboratively solve problems and discuss their findings. -
question:
How does this book address different learning styles in mathematics?
répondre: 'Mathematical Discovery' acknowledges that students have diverse learning styles and incorporates strategies to cater to various preferences. The book emphasizes differentiated instruction, which helps educators tailor their teaching methods to meet individual student needs. Various activities are presented that appeal to visual, auditory, and kinesthetic learners, ensuring that all students can engage with mathematical content meaningfully. For instance, teachers can incorporate visual aids, group discussions, and hands-on activities to address different learning modalities effectively. -
question:
Can this book be used in higher education settings?
répondre: Yes, 'Mathematical Discovery' can be effectively utilized in higher education settings as a supplemental resource for mathematics courses focused on pedagogy and problem-solving. Its comprehensive approach to mathematics education makes it suitable for aspiring educators and graduate students studying pedagogy. The book's insights into teaching strategies can help inform the curriculum, encouraging future educators to adopt discovery-based methods in their classrooms. For example, university instructors can integrate its principles into teacher training programs, equipping future teachers to engage their students in enriching ways. -
question:
What makes the combined edition of this book unique?
répondre: The combined edition of 'Mathematical Discovery' integrates various insights and methodologies from previous editions, offering an extensive resource for both educators and learners. The unique aspect of this edition lies in its comprehensive approach to problem-solving, coupled with the latest findings on cognitive processes in mathematics learning. This edition is particularly beneficial as it provides updated strategies and frameworks for teaching, ensuring educators are equipped with relevant resources. For example, it combines theoretical concepts with practical exercises, making it a holistic tool for effective teaching. -
question:
Is prior mathematical knowledge required to understand the book's content?
répondre: 'Mathematical Discovery' is structured to be accessible for readers with varying levels of mathematical knowledge. While a basic understanding of mathematics can be beneficial, the book emphasizes concepts through discovery and problem-solving rather than advanced theories. It instructs readers to engage actively with the material, allowing learners with less prior knowledge to grasp mathematical concepts effectively. For instance, students or educators new to mathematics can focus on the problem-solving exercises, using them as a practical entry point to develop their understanding. -
question:
Where can I buy 'Mathematical Discovery: On Understanding, Learning and Teaching Problem Solving Combined Edition' in Mayotte?
répondre: You can purchase 'Mathematical Discovery: On Understanding, Learning and Teaching Problem Solving Combined Edition' on Ubuy. Ubuy offers a wide selection of books, including this comprehensive guide to mathematics education, ensuring you have access to valuable resources for teaching and learning. By shopping on Ubuy, you can easily find this title and have it delivered to your location, making it convenient to start enhancing your understanding of mathematical problem-solving.
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Caractéristiques et avantages
- Heuristic approach to problem solving
- Sequential or customized curriculum options
- Focus on patterns and practical problem solving
- Examples from various branches of math and science
- Development of independent problem-solving skills
- Valuable skill for classroom and beyond
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