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제품번호 #:
28521926
Introduction to Counting & Probability
제품번호 #:
28521926
KRW 115017
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지금 주문하시면 도착 예정일 화요일, 7월 28
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Learn the basics of counting and probability from former USA Mathematical Olympiad winner David Patrick.
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What Stands Out
Comprehensive Coverage
Offers an extensive exploration of counting techniques and probability theory, making complex concepts accessible to beginners while providing in-depth analysis for advanced learners.
Engaging Examples
Incorporates real-world applications and engaging examples, helping students relate theoretical concepts to practical scenarios, enhancing understanding and retention.
Clear Explanations
Delivers concise and clear explanations of mathematical principles, enabling readers to grasp essential topics quickly and apply them effectively in problem-solving.
제품 세부 정보
| Publisher | AoPS Inc. |
| Publication date | January 1, 2005 |
| Language | English |
| Print length | 243 pages |
| ISBN-10 | 0977304507 |
| ISBN-13 | 978-0977304509 |
| Item Weight | 1.25 pounds (570 grams) |
| Country of Origin | This item will be imported from US |
| Date First Available | October 21, 2021 |
| What is in the box | Introduction to Counting &... For more details, please check description/product details |
Who Should Buy?
-
Students in School
Ideal for high school or college students learning fundamental counting and probability concepts in math courses.
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Self-learners
Perfect for individuals seeking to improve their understanding of counting and probability through self-study.
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Test Preparation
Useful for students preparing for standardized tests requiring knowledge of probability and counting principles.
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Advanced Scholars
Not suitable for those who already possess a strong understanding of advanced probability theories and counting methods.
제품 설명
Introduction to Counting & Probability
질문이 있으십니까? 채팅하기
고객 질문 및 답변
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의문:
What topics are covered in 'Introduction to Counting & Probability'?
답변: This book covers foundational concepts in counting techniques and probability theory. Key topics include permutations, combinations, the Basic Counting Principle, probability rules, conditional probability, and random variables. Understanding these concepts is essential for students in mathematics or related fields, as they form the backbone for more advanced topics. For instance, students can apply counting principles to solve complex problems in statistics and computer science. -
의문:
Who is the target audience for 'Introduction to Counting & Probability'?
답변: The primary audience includes high school and college students studying mathematics, statistics, or computer science. It's also beneficial for educators seeking a resource to enhance their teaching in combinatorics and probability. The book provides numerous examples and exercises that facilitate learning, making it perfect for self-study or classroom use. Professionals preparing for exams or seeking a refresher on these essential topics will also find it highly relevant. -
의문:
What makes this book different from other probability textbooks?
답변: This book stands out due to its user-friendly explanations and practical application of concepts. While many textbooks delve into theory, it emphasizes clear examples and problem-solving techniques. This approach helps readers grasp complex topics more easily. Additionally, it includes real-world applications that make the material relatable, such as using probability in games and predictive analytics, which can engage students more effectively. -
의문:
Can 'Introduction to Counting & Probability' help with exam preparation?
답변: Yes, this book is an excellent tool for exam preparation. It includes a variety of problems categorized by difficulty, enabling students to practice effectively. The structured approach allows learners to build their knowledge progressively. Many students have reported that practicing with the scenarios provided in the book has greatly improved their confidence and performance in exams, particularly in mathematics and statistics courses. -
의문:
Does this book include exercises or assignments?
답변: Absolutely. Each chapter is complemented by exercises that reinforce learning and understanding of the topics discussed. These exercises range from basic to advanced levels, catering to different skill sets. By working through these assignments, students can gain hands-on experience in applying counting and probability principles, enhancing their analytical skills. It's particularly beneficial for group study sessions among peers. -
의문:
Is there a digital version of 'Introduction to Counting & Probability'?
답변: Yes, a digital version is typically available for most educational books, including this title. The digital format allows for easy access on multiple devices, enabling students to study on the go. Such versions often include interactive features like hyperlinks to resources and practice quizzes, further enhancing the learning experience. This convenience is perfect for today's tech-savvy learners who prefer flexible study options. -
의문:
How is this book structured to facilitate understanding?
답변: The book is systematically organized into chapters that build upon one another, starting with basic concepts and progressing to more complex theories. Each section is short and focused, making it easier for readers to digest the information. Additionally, the use of diagrams, examples, and step-by-step solutions provides clarity. This structured approach is beneficial for visual learners and those who appreciate a logical flow in their studies. -
의문:
Can this book be used for self-study?
답변: Definitely! 'Introduction to Counting & Probability' is designed with self-study in mind. The clear explanations, illustrative examples, and exercises make it an ideal resource for independent learners. Additionally, self-paced learners can focus on specific areas of interest or difficulty, ensuring a personalized learning experience. Many have successfully used it to prepare for further education or professional exams without formal instruction. -
의문:
What prerequisites are needed to fully benefit from this book?
답변: While prior knowledge in basic mathematics is helpful, this book is accessible to anyone with a foundational understanding. Concepts from algebra and introductory statistics are beneficial but not necessary. The material is designed to cater to both beginners and those looking to deepen their knowledge. Readers without a strong mathematics background can still grasp core concepts by starting slowly and utilizing the provided exercises. -
의문:
Where can I buy 'Introduction to Counting & Probability' in South Korea?
답변: You can purchase 'Introduction to Counting & Probability' at Ubuy, which offers a wide selection of books along with reliable service. Ubuy is a great platform for finding this book, providing a user-friendly shopping experience with various delivery options. Whether you prefer physical or digital formats, Ubuy has you covered, making it easy to enhance your knowledge on counting and probability.
Decision-Making & Problem Solving Editorial Review
The Introduction to Counting & Probability textbook provides a comprehensive introduction to the fundamental concepts in counting and probability. Written with clarity and precision, the book offers clear explanations and numerous examples to help readers understand and apply the concepts. The exercises and problems are well-designed and gradually increase in difficulty, allowing students to progressively develop their problem-solving skills. This textbook is an excellent resource for students and educators alike.
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장점
- Comprehensive coverage of counting and probability concepts
- Clear explanations and numerous examples
- Well-designed exercises and problems
- Gradually increasing difficulty level for skill development
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KRW 115017
지금 주문하시면 도착 예정일 화요일, 7월 28
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특징 및 장점
- Master essential counting and probability concepts.
- Learn from an esteemed former USA Mathematical Olympiad winner.
- Explore topics like permutations, combinations, and expected value.
- Engage with over 400 problems to enhance your skills.
- Receive a solutions manual with full solutions for all problems.
- Structured to inspire self-exploration and idea development.
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