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Math History: A Long-Form Mathematics Textbook (The Long-Form Math Textbook Series)
XOF 30168
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Math History: A Long-Form Mathematics Textbook explores the human side of math—showing how diverse cultures approached mathematics throughout history.
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Ce qui se démarque
Détails du produit
| Publisher | Independently published |
| Publication date | April 15, 2025 |
| Language | English |
| Print length | 714 pages |
| ISBN-13 | 979-8314158616 |
| Item Weight | 3.62 pounds (1.64 kg) |
| Dimensions | 8.27 x 1.61 x 11.69 inches (21 x 4.1 x 29.7 cm) |
| Part of series | The Long-Form Math Textbook Series |
À qui est-ce destiné ?
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Mathematics Students
Ideal for college and graduate students seeking a comprehensive understanding of the historical context of mathematical concepts.
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Educators
Perfect for teachers desiring to integrate historical perspectives into their math curriculum and enhance classroom engagement.
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History Enthusiasts
Suitable for those interested in the evolution of mathematics and its impact on society throughout different eras.
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Casual Learners
Not ideal for individuals seeking quick and simple explanations of mathematical concepts without extensive historical context.
DESCRIPTION DU PRODUIT
Math History: A Long-Form Mathematics Textbook (The Long-Form Math Textbook Series)
Questions et réponses des clients
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question:
What topics are covered in Math History: A Long-Form Mathematics Textbook?
répondre: This textbook explores a wide range of topics within the history of mathematics, including significant historical figures, key mathematical discoveries, and the evolution of mathematical concepts over time. You'll find detailed accounts of contributions from cultures around the world, such as ancient Egyptian, Babylonian, Greek, and Indian mathematics. This historical context not only enriches your understanding of mathematical theories but also illustrates how these ideas have influenced modern mathematics. Students, educators, and enthusiasts can use this book to deepen their appreciation of mathematics' rich tapestry. -
question:
Is Math History suitable for self-study?
répondre: Yes, Math History is designed to be a comprehensive resource for self-learners. Its well-structured format and detailed explanations make it accessible for individuals studying independently. The book includes exercises and problems at the end of each chapter to reinforce learning. Whether you are a student preparing for advanced mathematics courses or simply a curious reader, this textbook allows you to dive into mathematical history at your own pace, enriching your understanding of its significance. -
question:
Who is the intended audience for Math History: A Long-Form Mathematics Textbook?
répondre: The intended audience includes students, educators, researchers, and anyone with a vested interest in the historical development of mathematics. Undergraduates in mathematics or education will find it particularly valuable as a supplemental resource. Additionally, educators can incorporate its insights into their curriculum to provide students with a broader context. Lastly, math enthusiasts and historians will appreciate the narrative style and depth of research, making it a fascinating read for those interested in the evolution of mathematical thought. -
question:
How does Math History differ from standard mathematics textbooks?
répondre: Unlike standard textbooks that primarily focus on teaching mathematical concepts and problem-solving, Math History emphasizes understanding the development of these concepts over time. It integrates historical context, showcasing how mathematics has evolved and been influenced by different cultures and epochs. This textbook not only teaches mathematics but also narrates the stories behind its discovery, making it a unique blend of information and storytelling. It's perfect for those who seek a broader perspective beyond mere calculations. -
question:
Are there exercises included in the textbook?
répondre: Yes, Math History includes exercises and problems at the end of each chapter! These exercises are designed to reinforce the material covered and encourage critical thinking. They challenge readers to apply what they've learned within a historical context, promoting deeper engagement with the subject matter. Whether you are using the book for self-study or in an academic setting, these exercises provide an opportunity for practical application and enhance comprehension of mathematical history. -
question:
Can this textbook help with teaching history in mathematics courses?
répondre: Absolutely! Math History serves as an excellent teaching resource for integrating historical perspectives into mathematics courses. Educators can use the narratives and discoveries presented in the textbook to demonstrate the relevance of mathematics beyond formulas and calculations. By engaging students with stories of mathematicians and their groundbreaking ideas, teachers can foster a more profound appreciation for the subject. This approach can transform traditional mathematics classes into rich, interdisciplinary discussions. -
question:
What level of mathematics knowledge is needed to understand the content?
répondre: While the textbook covers advanced mathematical concepts, a strong foundational knowledge of basic mathematics is sufficient to grasp the historical content presented. The book aims to make connections between historical developments and modern mathematics, thus inviting readers to understand without requiring extensive mathematical training. It supports readers at various levels and encourages those with differing degrees of familiarity to appreciate mathematics' historical journey. -
question:
Is Math History beneficial for exam preparation?
répondre: Yes, Math History can be beneficial for exam preparation, especially for those studying mathematics or education. Understanding the historical context of mathematical concepts can enhance your appreciation and retention of the material. The insights gained from studying influential mathematicians' contributions can also provide deeper contexts for problem-solving. Furthermore, questions relating to the history of mathematics often appear in exams, and this book can help you prepare effectively for such topics. -
question:
What makes the long-form format of this textbook unique?
répondre: The long-form format of Math History allows for an in-depth exploration of topics that are often glossed over in shorter textbooks. This extended narrative structure encourages thoughtful analysis and offers a comprehensive perspective on the evolution of mathematical thought. By delving deeply into specific eras and key figures, readers gain nuanced insights rather than surface-level information. Such a format is excellent for learners who prefer an extensive and immersive reading experience, cultivating a richer understanding of the subject. -
question:
Where can I buy Math History: A Long-Form Mathematics Textbook in Senegal?
répondre: You can purchase Math History: A Long-Form Mathematics Textbook from Ubuy, which provides a reliable platform for acquiring this title in Senegal. Ubuy offers a convenient shopping experience, ensuring you have access to this insightful resource on mathematics history, along with helpful customer support to assist with your order.
History Editorial Review
**** Jay Cummings’ “Math History: A Long-Form Mathematics Textbook” has garnered enthusiastic praise from readers for its innovative approach to mathematics education. The remarkable clarity and pedagogical style set this book apart from typical math history texts. Rather than presenting topics in a chronological format, Cummings organizes chapters by branches of mathematics, unraveling each subject's full narrative without scattering essential information throughout the book. This unique approach allows readers to Construct a cohesive understanding of each math topic, like algebra, without getting lost in excessive detail. The text’s structure emphasizes the process of mathematical thinking, a feature highlighted in the presentation of proofs where the underlying ideas come before formal details, enhancing engagement for students and enthusiasts alike. A particularly celebrated section is “Think Like a Math Historian,” which not only teaches about mathematics but immerses readers in the historical context of its evolution. This interactive angle fosters a deeper comprehension of the subject and breaks the mold of traditional textbook formats. Readers have also highlighted how the “People’s History” segments enrich the narrative, offering relatable examples of how various mathematical concepts were integral to everyday life throughout history. Cummings’ humor and engaging writing style, exemplified through amusing footnotes, further elevate the reading experience. The inclusion of appendices detailing mathematician biographies and etymology of mathematical terms has resonated with both laypersons and professionals, showcasing a thoughtful recognition of the individuals behind the discipline. Overall, “Math History” is celebrated as not just an educational textbook but a compelling narrative that brings life to mathematics. This book has proven to be a valuable resource for self-study, classroom instruction, and a genuine appreciation for the stories woven throughout the fabric of mathematical history, making it highly recommended for anyone curious about the subject. **
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Avantages
- Clear and cohesive organization by branches of mathematics
- Engaging writing style with humor and anecdotes
- Emphasis on the historical context and the evolution of math concepts
- Interactive sections like “Think Like a Math Historian” encourage deeper understanding
- Unique “People’s History” segments connect math with everyday life
- Informative appendices, including biographical sketches and mathematical terminology
- Suitable for self-study and classroom use, appealing to both mathematicians and general readers
Les inconvénients
- Few readers highlighted the content may be overwhelming for complete beginners
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XOF 30168
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Caractéristiques et avantages
- Chronicles the evolution of mathematics across different cultures.
- Highlights key problems, ideas, and theorems that shaped mathematical fields.
- Covers essential topics for undergraduate math majors like number theory and calculus.
- Includes exercises and historical proof discussions in every chapter.
- Features a 'People's History' section spotlighting practical applications and contributions.
- Provides comprehensive appendices including a mathematician pronunciation guide and biographical sketches.
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