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Pearson IIT Foundation Series Mathematics for Class 7th

by Madhurima
β‚Ή530 β‚Ή560.00(-/ off)

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23 Customer Review

The Pearson IIT Foundation Series Mathematics for Class 7 is an essential resource for building a strong foundation for competitive exams like IIT-JEE and NTSE. Published by Pearson Education, it aligns with CBSE/ICSE curricula while introducing advanced problem-solving. The book covers crucial topics from number systems and algebra to geometry, mensuration, and statistics, emphasizing deep conceptual clarity. Features include graded exercises, HOTS questions, and clear explanations. Ideal for aspiring engineers and scientists, this book fosters analytical thinking and prepares students for future academic challenges, making it the perfect companion for serious Class 7 learners.

Have Doubts Regarding This Product ? Ask Your Question

  • Q1
    How is this book different from my regular Class 7 school textbook?
    A1

    While it covers the standard syllabus, this book delves deeper into each concept, includes advanced applications, and introduces problem-solving techniques specifically designed for competitive examinations like Olympiads and future engineering entrances.

  • Q2
    Is this book suitable for ICSE students, or is it only for CBSE?
    A2

    It is perfectly suitable for both CBSE and ICSE students, as well as those from other state boards. The IIT Foundation Series is designed to build core fundamentals that are universal across curricula, with a focus on competitive exams.

  • Q3
    My child is not aiming for IIT. Is this book still useful?
    A3

    Absolutely. The book's primary goal is to strengthen mathematical thinking and analytical skills. This benefits any student, improving overall academic performance, preparing for other talent searches (NTSE), and building a strong base for higher-grade mathematics.

  • Q4
    Are solutions provided for all the exercises?
    A4

    Detailed, step-by-step solutions are provided for selected problems to illustrate the ideal approach. For complete solution sets, students may refer to separate companion solution manuals or guides often available from the publisher.

  • Q5
    How does this book help in preparing for the International Mathematics Olympiad (IMO)?
    A5

    The book’s emphasis on higher-order thinking skills (HOTS), logical reasoning, and non-routine problems directly aligns with the problem-solving style tested in the IMO and other national/international Olympiads.

  • Q6
    Is prior knowledge of Class 6 IIT Foundation concepts necessary?
    A6

    It is recommended but not strictly mandatory. The book is designed to be comprehensive. However, a strong grasp of previous grade fundamentals always provides an advantage for seamless learning.

  • Q7
    Can this book be used for self-study, or does it require a tutor?
    A7

    The clear explanations and structured content make it highly conducive to self-study for motivated students. However, guidance from a teacher or mentor can be beneficial for tackling the most challenging problems.

  • Q8
    Does the chapter on "Set Theory" go beyond the standard Class 7 syllabus?
    A8

    Yes, it introduces foundational concepts of Set Theory, including operations and Venn Diagrams, in a manner that builds logical aptitude, often going slightly beyond typical school syllabi to prepare students for advanced mathematics.

  • Q9
    Is the focus more on theory or on numerical problems?
    A9

    It maintains a balanced approach. Solid theoretical explanations are always provided first, which are then immediately applied through a vast array of numerical, application-based, and conceptual problems.

  • Q10
    How does this book integrate with the other subjects (Physics, Chemistry) in the IIT Foundation Series?
    A10

    It is part of a cohesive series. The mathematical concepts learned here (like ratios, indices, equations) are directly applicable and reinforced in the Physics and Chemistry books of the same series, providing an integrated learning experience for STEM subjects.

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CHAPTER 1: NUMBER SYSTEMS
1. Natural Numbers
2. Whole Numbers
3. Integers
4. Representation of Integers on the Number Line
5. Additive Inverse
6. Multiplication of Integers
7. Division of Integers
8. Fractions
9. Decimal Numbers
10. Rational Numbers
11. Irrational Numbers
12. Square Roots

CHAPTER 2: EXPRESSIONS AND SPECIAL PRODUCTS
1. Constant
2. Variable
3. Algebraic Expression

CHAPTER 3: RATIO AND ITS APPLICATIONS
1. Ratio
2. Proportion
3. Variation
4. Percentage

CHAPTER 4: INDICES
1. Exponential Expression

CHAPTER 5: GEOMETRY
1. Basic Concepts
2. Triangle
3. Congruence
4. Quadrilaterals
5. Polygons
6. Circle

CHAPTER 6: MENSURATION
1. Plane Figures
2. Circumference of a Circle
3. Solids

CHAPTER 7: EQUATIONS AND THEIR APPLICATIONS
1. Basic Concept
2. Equation

CHAPTER 8: FORMULAE
1. Formula

CHAPTER 9: STATISTICS
1. Data
2. Statistical Graphs

CHAPTER 10: SET THEORY
1. Set
2. Operations on Sets
3. Venn Diagrams

The Pearson IIT Foundation Series Mathematics for Class 7 is a meticulously crafted academic resource designed to build a robust and unshakeable foundation in mathematical concepts. Published by Pearson Education, this book is an integral part of the renowned IIT Foundation Series, specifically tailored for Class 7 students aspiring for future success in competitive exams like IIT-JEE, NTSE, Olympiads, and other engineering entrance tests. It serves as a critical bridge, seamlessly connecting the CBSE, ICSE, and State Board curricula with the advanced problem-solving skills required for higher-level challenges.

This book moves beyond rote learning, emphasizing a deep conceptual understanding and the development of analytical thinking. The content is structured to transition students from middle school mathematics to the more complex realms of abstract thought. Each chapter begins with clear, concise explanations of fundamental principles, breaking down complex topics into easily digestible segments. This methodical approach ensures that learners grasp the β€˜why’ behind every formula and theorem, fostering true intellectual mastery rather than temporary memorization.

The table of contents reflects a comprehensive and progressive syllabus. It commences with the building blocks in Chapter 1: Number Systems, thoroughly exploring natural numbers, whole numbers, integers, rational and irrational numbers, and square roots. This strong base is essential for all subsequent mathematical learning. The book then advances to Algebraic Expressions and Special Products (Chapter 2), introducing variables and constants, and progresses to core topics like Ratio and its Applications, Percentage, and Variation (Chapter 3). Chapter 4: Indices delves into exponential expressions, a key area for competitive exams.

A significant portion of the book is dedicated to geometry (Chapter 5), covering triangles, congruence, quadrilaterals, polygons, and circles with an emphasis on proofs and logical reasoning. Chapter 6: Mensuration applies these geometric principles to calculate areas, perimeters, and volumes of both plane figures and solids. The journey into algebra continues with Equations and Their Applications (Chapter 7) and Formulae (Chapter 8), teaching students to model and solve real-world problems. The curriculum is rounded off with Statistics (Chapter 9), covering data interpretation and statistical graphs, and an introduction to logical structures in Chapter 10: Set Theory, including Set Operations and Venn Diagrams.

Key features that distinguish this book include a graded difficulty level in exercises, starting from simple, concept-checking problems to highly challenging HOTS (Higher Order Thinking Skills) questions that mimic the standard of competitive examinations. Detailed, step-by-step solutions for select problems demonstrate the ideal approach and methodology. The language is student-friendly, and diagrams are precise and illustrative, aiding in visual learning. Regular in-chapter exercises and revision tests help in consistent self-assessment and reinforcement of concepts.

For parents and educators, this book is a trustworthy guide that aligns with academic goals while strategically preparing the child for future academic battles. It reduces dependency on multiple reference books by providing an all-in-one, in-depth resource. For the student, it is not just a book but a companion that builds confidence, sharpens intellect, and instills a problem-solving attitude.

Investing in the Pearson IIT Foundation Series Mathematics for Class 7 is an investment in a student’s academic future. It lays the granite-strong foundation necessary to excel not only in the current grade but also to pave a clear and confident path towards achieving dreams in the world of science, technology, and engineering.

CHAPTER 1: NUMBER SYSTEMS
1. Natural Numbers
2. Whole Numbers
3. Integers
4. Representation of Integers on the Number Line
5. Additive Inverse
6. Multiplication of Integers
7. Division of Integers
8. Fractions
9. Decimal Numbers
10. Rational Numbers
11. Irrational Numbers
12. Square Roots

CHAPTER 2: EXPRESSIONS AND SPECIAL PRODUCTS
1. Constant
2. Variable
3. Algebraic Expression

CHAPTER 3: RATIO AND ITS APPLICATIONS
1. Ratio
2. Proportion
3. Variation
4. Percentage

CHAPTER 4: INDICES
1. Exponential Expression

CHAPTER 5: GEOMETRY
1. Basic Concepts
2. Triangle
3. Congruence
4. Quadrilaterals
5. Polygons
6. Circle

CHAPTER 6: MENSURATION
1. Plane Figures
2. Circumference of a Circle
3. Solids

CHAPTER 7: EQUATIONS AND THEIR APPLICATIONS
1. Basic Concept
2. Equation

CHAPTER 8: FORMULAE
1. Formula

CHAPTER 9: STATISTICS
1. Data
2. Statistical Graphs

CHAPTER 10: SET THEORY
1. Set
2. Operations on Sets
3. Venn Diagrams

Have Doubts Regarding This Product ? Ask Your Question

  • Q1
    How is this book different from my regular Class 7 school textbook?
    A1

    While it covers the standard syllabus, this book delves deeper into each concept, includes advanced applications, and introduces problem-solving techniques specifically designed for competitive examinations like Olympiads and future engineering entrances.

  • Q2
    Is this book suitable for ICSE students, or is it only for CBSE?
    A2

    It is perfectly suitable for both CBSE and ICSE students, as well as those from other state boards. The IIT Foundation Series is designed to build core fundamentals that are universal across curricula, with a focus on competitive exams.

  • Q3
    My child is not aiming for IIT. Is this book still useful?
    A3

    Absolutely. The book's primary goal is to strengthen mathematical thinking and analytical skills. This benefits any student, improving overall academic performance, preparing for other talent searches (NTSE), and building a strong base for higher-grade mathematics.

  • Q4
    Are solutions provided for all the exercises?
    A4

    Detailed, step-by-step solutions are provided for selected problems to illustrate the ideal approach. For complete solution sets, students may refer to separate companion solution manuals or guides often available from the publisher.

  • Q5
    How does this book help in preparing for the International Mathematics Olympiad (IMO)?
    A5

    The book’s emphasis on higher-order thinking skills (HOTS), logical reasoning, and non-routine problems directly aligns with the problem-solving style tested in the IMO and other national/international Olympiads.

  • Q6
    Is prior knowledge of Class 6 IIT Foundation concepts necessary?
    A6

    It is recommended but not strictly mandatory. The book is designed to be comprehensive. However, a strong grasp of previous grade fundamentals always provides an advantage for seamless learning.

  • Q7
    Can this book be used for self-study, or does it require a tutor?
    A7

    The clear explanations and structured content make it highly conducive to self-study for motivated students. However, guidance from a teacher or mentor can be beneficial for tackling the most challenging problems.

  • Q8
    Does the chapter on "Set Theory" go beyond the standard Class 7 syllabus?
    A8

    Yes, it introduces foundational concepts of Set Theory, including operations and Venn Diagrams, in a manner that builds logical aptitude, often going slightly beyond typical school syllabi to prepare students for advanced mathematics.

  • Q9
    Is the focus more on theory or on numerical problems?
    A9

    It maintains a balanced approach. Solid theoretical explanations are always provided first, which are then immediately applied through a vast array of numerical, application-based, and conceptual problems.

  • Q10
    How does this book integrate with the other subjects (Physics, Chemistry) in the IIT Foundation Series?
    A10

    It is part of a cohesive series. The mathematical concepts learned here (like ratios, indices, equations) are directly applicable and reinforced in the Physics and Chemistry books of the same series, providing an integrated learning experience for STEM subjects.

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