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How to Solve It : A New Aspect of Mathematical Method
JPY 4393
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A demonstration of how the true mathematician learns to draw unexpected analogies, tackle problems from unusual angles and extract a little more information from the data.
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製品詳細
| Item Weight | 1 lbs (450 grams) |
どんな人にお勧めですか?
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Students Learning Math
Perfect for students aiming to build problem-solving skills and understand the fundamentals of mathematical thinking.
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Teachers and Educators
Provides innovative teaching strategies and methods that can enhance classroom learning and engage students effectively.
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Self-Learners
Ideal for individuals who seek to enrich their mathematical intuition and improve their critical thinking independently.
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Advanced Mathematicians
May not offer new insights or techniques for those already proficient in advanced mathematical concepts and problem-solving.
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Casual Readers
Not suitable for those looking for light reading or entertainment; it's focused on serious mathematical problem-solving.
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Structured Curriculum Users
Less appropriate for users needing a strict, syllabus-based approach as the book promotes a more exploratory learning style.
製品説明書
How to Solve It : A New Aspect of Mathematical Method
顧客の質問と回答
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質問:
What is the main focus of 'How to Solve It: A New Aspect of Mathematical Method'?
答え: 'How to Solve It' primarily focuses on teaching problem-solving techniques in mathematics. Written by George Pólya, this book emphasizes understanding problems, devising strategies, and learning effective ways to approach mathematical challenges. It presents concepts in a clear, structured manner, helping students and educators alike cultivate a systematic way of thinking. By utilizing methods such as the 'Four Steps' approach—understanding the problem, devising a plan, carrying out the plan, and reviewing the process—users can apply these strategies across various mathematical disciplines. -
質問:
Who is the author of 'How to Solve It' and what is his background?
答え: The book 'How to Solve It' is authored by George Pólya, a renowned mathematician known for his work in problem-solving and pedagogy. Pólya was a professor at Stanford University and contributed significantly to mathematics education, particularly in teaching how to think critically about problems. His insights in this book are derived from years of experience and research in both mathematics and teaching methodologies, making it a foundational text for students, teachers, and anyone interested in improving their analytical skills. -
質問:
Is 'How to Solve It' suitable for beginners in mathematics?
答え: Yes, 'How to Solve It' is highly suitable for beginners. Pólya's approach demystifies mathematical problem-solving, making it accessible to learners at all levels. The structured methodology he presents guides beginners through their first steps in mathematics, encouraging logical reasoning and intuitive thinking. The book uses simple problems to illustrate fundamental concepts, which helps in building confidence and foundational skills necessary for tackling more complex mathematical challenges later on. -
質問:
Can educators use 'How to Solve It' as a teaching resource?
答え: Absolutely, educators can utilize 'How to Solve It' as a vital teaching resource. This book provides not only problem-solving strategies for students but also pedagogical insights for teachers. It encourages active engagement through problem-based learning, where students explore solutions collaboratively. By integrating Pólya’s techniques into lesson plans, teachers can enhance students’ critical thinking abilities and foster a deeper understanding of mathematics, making it a valuable addition to any math curriculum. -
質問:
What are some examples of problem-solving strategies discussed in the book?
答え: In 'How to Solve It,' several key problem-solving strategies are discussed, ranging from drawing diagrams to working backward. Pólya highlights techniques such as finding a pattern, simplifying the problem, and breaking it down into smaller, manageable parts. Each strategy is illustrated with examples, allowing readers to grasp the practical applications of these methods. These techniques can be employed not just in mathematics, but in real-life situations where logical thinking and problem analysis are essential. -
質問:
Does 'How to Solve It' cover advanced mathematics or concepts?
答え: 'How to Solve It' primarily focuses on foundational concepts and techniques rather than advanced mathematics. It is designed to enhance problem-solving skills applicable to a broad range of mathematical fields, including algebra, geometry, and calculus. While it introduces readers to essential mathematical concepts, the emphasis remains on developing a robust problem-solving framework, making it more suited for those seeking to strengthen their mathematical thinking than for advanced practitioners looking for in-depth theoretical explorations. -
質問:
Can I find exercises or problems to practice in the book?
答え: 'How to Solve It' includes a variety of exercises and problems designed to reinforce the strategies discussed. These practical problems allow readers to apply the techniques learned and improve their problem-solving skills through practice. The exercises range from simple to moderately challenging, catering to a diversity of learning levels. This aspect makes the book not only a theoretical guide but also a practical workbook for anyone looking to enhance their mathematical abilities. -
質問:
How has 'How to Solve It' influenced mathematics education?
答え: 'How to Solve It' has had a profound influence on mathematics education since its publication. It has shaped curricula and teaching methodologies by emphasizing the importance of problem-solving and critical thinking. Many educators now incorporate Pólya's techniques into their classrooms, fostering a more interactive and engaging learning environment. The book has inspired generations of students and teachers, revolutionizing the way mathematics is taught and learned, pushing for a more exploratory rather than rote-learning approach. -
質問:
Is there a newer edition or updates available for 'How to Solve It'?
答え: Yes, the 'New Ed Edition' of 'How to Solve It' is revised to include updated content and modern teaching methods while retaining Pólya's original insights. The updated edition features clearer explanations, additional examples, and a more approachable format for contemporary readers. It aims to bridge historical pedagogical techniques with today's educational practices, ensuring that the content remains relevant for current students and educators seeking to improve their mathematical understanding and skills. -
質問:
Where can I buy 'How to Solve It: A New Aspect of Mathematical Method New Ed Edition' in Japan?
答え: You can purchase 'How to Solve It: A New Aspect of Mathematical Method New Ed Edition' from Ubuy in Japan. Ubuy offers a convenient online shopping experience with a wide selection of products, including educational books. By choosing Ubuy, you can easily order this essential mathematical guide and have it delivered directly to your doorstep, ensuring you have easy access to this valuable resource for enhancing your problem-solving skills.
Logic Editorial Review
How to Solve It, a classic and often-referenced book, presents a new aspect of mathematical method. It is more of a math self-help book than a math textbook and is useful for adults/mature audiences who are interested in learning about mathematics problem-solving techniques. However, readers should be aware that the book can be highly repetitive and may not be suitable for younger readers. The electronic version is not as useful as the print version, as the former does not support extensive cross-referencing in the text. Despite this, the book has received positive reviews, with several readers finding it helpful in solving maths problems.
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長所
- Helpful for adults/mature audiences interested in maths problem-solving
- Helps dispel myths about math problem-solving
- Positive customer experience with prompt service
- Affordable price
短所
- Highly repetitive
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JPY 4393
今すぐ注文すると 頃に届きます 木曜日, 7月 23
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特徴と利点
- Learn how to draw unexpected analogies.
- Tackle problems from unusual angles.
- Extract a little more information from the data.
- A collection of truly practical lessons.
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