3,000 Solved Problems in Linear Algebra
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3,000 Solved Problems in Linear Algebra
If you want top grades and thorough understanding of linear algebra, this powerful study tool is the best tutor you can have!
3,000 Solved Problems in Linear Algebra
商品＃: 47127997

3,000 Solved Problems in Linear Algebra

商品＃: 47127997

JPY 8350

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今すぐ注文すると 頃に届きます 金曜日, 7月 10
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If you want top grades and thorough understanding of linear algebra, this powerful study tool is the best tutor you can have!
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この商品の利点

Extensive Problem Set
Offers 3,000 meticulously solved problems, providing comprehensive practice and mastery of linear algebra concepts for students at all levels.
Step-by-Step Solutions
Each problem features clear, step-by-step solutions, enhancing understanding and allowing learners to grasp complex concepts effectively.
Supplementary Resource
Serves as an invaluable supplementary resource for coursework, ideal for self-study or exam preparation, ensuring confidence in tackling linear algebra challenges.

製品詳細

Browse through a wide range of solved problems in Linear Algebra with the 3000 Solved Problems in Linear Algebra book. Available at Ubuy 日本.
Item Weight2 lbs (910 grams)

どんな人にお勧めですか？

Suitable For
  • Students

    Ideal for college students needing extensive practice problems to master linear algebra concepts effectively.

  • Self-learners

    Great for individuals studying independently who require a comprehensive resource of solved problems for illustration.

  • Test Preparers

    Beneficial for those preparing for standardized tests or exams that include linear algebra topics needing practice problems.

Not Suitable For
  • Beginners

    Not suitable for absolute beginners, lacking foundational explanations prior to the problem sets.

  • Professionals

    May not appeal to professionals seeking advanced theory or applications beyond basic problem-solving practice.

  • Quick Reviewers

    Unsuitable for users looking for quick reference material or concise summaries without extensive problem sets.

製品説明書

3,000 Solved Problems in Linear Algebra

何か質問はありますか？ おしゃべりしましょう

顧客の質問と回答

  • 質問: What topics does '3,000 Solved Problems in Linear Algebra' cover?

    答え: The book covers a wide range of topics in linear algebra, including vector spaces, matrices, determinants, eigenvalues, and systems of linear equations. Each section is carefully structured to provide both theoretical background and practical application through solved problems. Students can benefit significantly from this comprehensive resource as it allows them to practice problem-solving skills and gain a deeper understanding of fundamental concepts.
  • 質問: Is this book suitable for beginners in linear algebra?

    答え: Yes, '3,000 Solved Problems in Linear Algebra' is suitable for beginners as it starts with foundational concepts before progressing to more advanced topics. Each problem is designed to help readers build their understanding step by step. Individuals new to linear algebra will find that working through these problems enhances their comprehension and confidence in tackling complex mathematical concepts.
  • 質問: Who is the author of '3,000 Solved Problems in Linear Algebra'?

    答え: The book is authored by Philip A. K. K. as well as other renowned mathematicians. Their expertise ensures the content is not only accurate but also engaging, helping readers grasp difficult material. The compiled solved problems reflect real-world applications and academic rigor, making it an educational asset for both students and professionals alike.
  • 質問: How can this book help me prepare for exams?

    答え: This book is an excellent resource for exam preparation as it features numerous solved problems that mimic the style and rigor of questions commonly found on assessments. By practicing these problems, students can identify areas of weakness and reinforce their understanding of key concepts. Additionally, the solution explanations provide valuable insights into problem-solving techniques that can be applied during exams.
  • 質問: Does the book include practice problems without solutions?

    答え: Yes, alongside the solved problems, '3,000 Solved Problems in Linear Algebra' presents a variety of unsolved problems. This feature allows readers to self-test and apply their knowledge without immediately referring to solutions. Attempting these problems can deepen understanding and retention of linear algebra concepts, making it a practical tool for mastery.
  • 質問: Can '3,000 Solved Problems in Linear Algebra' be used for self-study?

    答え: Absolutely! This book is well-suited for self-study as it is organized in a way that facilitates independent learning. Readers can progress at their own pace, tackling problems that match their skill levels. The extensive array of solved examples aids in understanding, while the unsolved problems promote further practice, making it a comprehensive self-study resource.
  • 質問: Are there solutions or explanations provided for all the solved problems?

    答え: Yes, every solved problem in '3,000 Solved Problems in Linear Algebra' comes with detailed explanations. These solutions break down each step, helping readers understand the reasoning behind the approaches used. This approach enhances the learning experience as it not only shows the correct answers but also teaches valuable problem-solving strategies.
  • 質問: Is this book suitable for advanced students or professionals?

    答え: Yes, while the book is accessible to beginners, it also serves as a valuable resource for advanced students and professionals. The depth and variety of problems cater to a wide audience, allowing those with more experience to challenge themselves. It can serve as a quick reference or a tool for refreshing knowledge in linear algebra principles.
  • 質問: What educational level is '3,000 Solved Problems in Linear Algebra' intended for?

    答え: This book is primarily intended for undergraduate students, particularly in mathematics, engineering, and related fields. However, its comprehensive nature makes it suitable for various educational levels, from high school students preparing for advanced courses to graduate students seeking to refine their linear algebra skills.
  • 質問: Where can I buy '3,000 Solved Problems in Linear Algebra 1st Edition'?

    答え: You can buy '3,000 Solved Problems in Linear Algebra 1st Edition' from Ubuy in Japan. Ubuy offers an easy-to-navigate platform for purchasing various educational resources, including textbooks. It’s a reliable choice for acquiring this comprehensive problem-solving guide.

Linear Editorial Review

The 3,000 Solved Problems in Linear Algebra 1st Edition is a useful resource for review and understanding of linear algebra. However, the title can be misleading as the book is more of an instruction manual than a workbook with extra practice problems. The book provides a thorough treatment of the subject, building the foundation all the way from abstract algebra concepts, making it a convenient tool for reviewing and learning linear algebra. On the downside, the book has several errors, and typos are frequent, making it necessary to keep one's guard up and watch out for the mistakes. Nevertheless, the book is still effective in providing a good foundation for understanding machine learning concepts.

お客様のレビュー＆評価

5.0
1 カスタマー評価
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  • 3 星
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この商品のレビュー

お考えをお聞かせください

長所

  • -Thorough treatment of the subject -Good foundation for understanding machine learning concepts -Contains many problems -Convenient for reviewing Linear Algebra

短所

  • -Title is misleading -Errors and typos are frequent

Product Price History

重要な情報

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JPY 8350

今すぐ注文すると 頃に届きます 金曜日, 7月 10

QTY:

安全な取引安全な取引

Ubuyはお客様のセキュリティとプライバシーの保護に努めています。当社の高度な決済セキュリティシステムは、AES（高度暗号化標準）およびSSL（セキュアソケットレイヤー）プロトコルを使用して送信中の情報を暗号化することで機密性を確保しています。お客様の決済情報は第三者の販売者と共有されることはなく、100%安全に保護されています。

最高の物流パートナー
  • fedex
  • dhl
最速の国際配送

特徴と利点

  • 3000 solved problems with complete solutions--the largest selection of solved problems yet published on this subject
  • Problems like those you'll find on your exams
  • Guidance toward the quickest, most efficient solutions
  • Compatible with any classroom text
  • Ideal for preparing for graduate or professional exams
  • Perfect for quick study sessions