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Pearson IIT Foundation Series Mathematics Class 10th

by Madhurima
₹810 ₹810.00(-/ off)

Rating & Reviews

23 Customer Review

The Pearson IIT Foundation Series Mathematics Class 10 is a comprehensive book designed to build a strong foundation for IIT-JEE, NEET, and other competitive exams alongside the CBSE and ICSE syllabus. It covers essential units from number systems and algebra to geometry, trigonometry, statistics, and commercial mathematics like GST and banking. Its unique Bridge to Grade XI section introduces advanced topics early. With clear explanations, graded problems, and a focus on conceptual clarity, this book is the ideal resource for students aiming for top board scores and a strategic head start in their engineering and medical entrance exam preparation.

Have Doubts Regarding This Product ? Ask Your Question

  • Q1
    How does this book specifically help in preparing for IIT-JEE while I am still in Class 10?
    A1

    It integrates JEE-level problem-solving approaches and advanced concepts within the Class 10 framework, building the analytical thinking and depth of understanding required for the IIT-JEE from an early stage.

  • Q2
    The syllabus includes Commercial Mathematics like GST and Shares. Is this theory sufficient for practical understanding?
    A2

    Yes, the chapters on Banking, GST, and Shares & Dividends are designed with real-world applications and examples, providing essential financial literacy that is useful beyond academics.

  • Q3
    Does the "Bridge to Grade XI" section replace a Class 11 textbook?
    A3

    No, it serves as an introductory bridge. It familiarizes students with key topics like Sets, Relations, Functions, and Limits, making the transition to Class 11 smoother and less intimidating.

  • Q4
    Is the "Geometry" chapter a mix of theorems and practical mensuration?
    A4

    Absolutely. It uniquely combines theoretical geometry (like Euclid's Geometry, Circles, Locus) with applied mensuration (areas & volumes of 3D shapes like cones, spheres, pyramids), providing a complete understanding.

  • Q5
    How is the "Coordinate Geometry" chapter presented in relation to Algebra?
    A5

    The chapter is designed to show the interplay between algebra and geometry, teaching students how to represent algebraic equations (like straight lines) geometrically on the coordinate plane.

  • Q6
    For a CBSE student, is the depth of topics like "Partial Fractions" and "Logarithms" in the Bridge section necessary?
    A6

    While these are formally Class 11 topics, early exposure through this bridge section provides a significant competitive edge and conceptual advantage for both board exams and future entrances.

  • Q7
    Does the book cover all types of questions for the Class 10 board exams?
    A7

    Yes, it comprehensively covers the CBSE/ICSE syllabus with a wide variety of questions, including objective, short-answer, and long-answer types that are essential for board exam preparation.

  • Q8
    Is the chapter on "Statements" in the Bridge unit relevant for engineering aspirants?
    A8

    Yes, it covers logical Statements, Methods of Proof, and Disproof, which are crucial for developing mathematical reasoning and are foundational for computer science and engineering logic.

  • Q9
    Are the concepts explained with real-life examples, especially in Trigonometry (Heights and Distances)?
    A9

    Yes, the Trigonometry chapter emphasizes application-based learning with problems on Heights and Distances that model real-world scenarios.

  • Q10
    Can this book be used for self-study without constant teacher guidance?
    A10

    Yes, it is structured with a clear progression from concepts to examples to exercises, making it highly suitable for motivated students pursuing self-study.

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UNIT I: NUMBER SYSTEM

CHAPTER 1: REAL NUMBERS
1. Euchild’s Division Lemma
2. Fundamental Theorem of Arithmetic
3. Irrational Numbers
4. Decimal and Binary Systems

UNIT II: ALGEBRA

CHAPTER 2: POLYNOMIALS
1. Polynomial of Nth Degree
2. Rational Expressions

CHAPTER 3: REMAINDER AND FACTOR THEOREM
1. Remainder Theorem
2. Factor Theorem

CHAPTER 4: PAIR OF LINEAR EQUATIONS IN TWO VARIABLES
1. Algebraic Expressions
2. Equation
3. Linear Inequations
4. Mathematical Modelling

CHAPTER 5: QUADRATIC EQUATIONS
1. Roots of the Equation
2. Discriminant
3. Constructing a Quadratic Equation

CHAPTER 6: PROGRESSIONS
1. Sequence
2. Series
3. Progression

UNIT III: GEOMETRY

CHAPTER 7: GEOMETRY
1. Symmetry
2. Similarity
3. Circles
4. Locus
5. Basic Locus Theorem
6. Equation of a Locus
7. Euclid’s Geometry

CHAPTER 8: MENSURATION
1. Circle and Semicircle
2. Equilateral Triangle
3. Prisms
4. Cubes and Cuboids
5. Right Circular Cylinder
6. Pyramid
7. Cone
8. Sphere

CHAPTER 9: COORDINATE GEOMETRY
1. Coordinates of a Point
2. Points on the Plane
3. Straight Lines
4. Straight Lines

UNIT IV: TRIGONOMETRY

CHAPTER 10: TRIGONOMETRY
1. Angle
2. Trigonometric Ratios
3. Heights and Distances

UNIT V: STATISTICS AND PROBABILITY

CHAPTER 11: STATISTICS
1. Data
2. Statistical Graphs
3. Measures of Central Tendencies for Ungrouped Data
4. Quartiles

CHAPTER 12: PROBABILITY
1. Sample Space

UNIT VI: COMMERCIAL MATHEMATICS

CHAPTER 13: BANKING
1. Deposit Accounts
2. Loans
3. Hire Purchase and Installment Scheme

CHAPTER 14: GOODS AND SERVICES TAX (GST)
1. Direct Tax
2. Indirect Tax

CHAPTER 15: SHARES AND DIVIDENDS
1. Classification of Share Capital

UNIT VII: BRIDGE TO GRADE XI

CHAPTER 16: STATEMENTS
1. Statement
2. Open Sentence
3. Quantifies
4. Methods of Proof
5. Methods of Disproof
6. Application to Switching Networks

CHAPTER 17: SETS, RELATIONS, AND FUNCTIONS
1. Set
2. Ordered Pair
3. Relation
4. Function

CHAPTER 18: LIMITS
1. Limit of a Function

CHAPTER 19: PARTIAL FRACTIONS
1. Rational Fraction

CHAPTER 20: LOGARITHM
1. Definition
2. System of Logarithm
3. Antilog

The Pearson IIT Foundation Series Mathematics Class 10 is an authoritative and comprehensive academic resource meticulously designed to build a robust foundation for competitive engineering entrance examinations like the IIT-JEE, NEET, and Olympiads, while simultaneously reinforcing the CBSE and ICSE board syllabus. This book transcends conventional Class 10 material by integrating core board concepts with advanced problem-solving techniques, ensuring students are not only exam-ready for their current grade but also strategically ahead for future challenges.

Structured to foster conceptual clarity and analytical thinking, the book begins with a deep dive into the number system, covering Euclid’s division lemma, the fundamental theorem of arithmetic, and irrational numbers, establishing a strong mathematical base. The algebra unit is extensively covered across multiple chapters, including Polynomials, the Remainder and Factor Theorem, Pair of Linear Equations in Two Variables, Quadratic Equations (emphasizing the discriminant and roots), and Progressions (sequence and series). This layered approach ensures students master algebraic manipulations and logical reasoning.

The Geometry unit is a standout section, amalgamating theoretical and applied mathematics. It covers classical Euclid’s geometry, similarity, circles, and locus theorems before seamlessly transitioning into practical applications via mensuration. Here, students learn to calculate areas and volumes for diverse shapes like prisms, cubes, cuboids, right circular cylinders, pyramids, cones, and spheres. Coordinate geometry further bridges algebra and geometry, teaching students to plot points, understand straight lines, and derive equations on the Cartesian plane.

A dedicated unit on trigonometry demystifies trigonometric ratios and their practical use in solving real-world problems involving heights and distances. The Statistics and Probability unit equips students with data interpretation skills, covering statistical graphs, measures of central tendency, quartiles, and the fundamentals of probability and sample space.

Uniquely, this series includes a vital unit on commercial mathematics, making it exceptionally relevant. Chapters on Banking (covering Deposit Accounts, Loans, and Hire Purchase), Goods and Services Tax (GST), and Shares and Dividends provide essential financial literacy, connecting classroom learning to everyday economic concepts.

The definitive feature of this book is the Bridge to Grade XI section, a pioneering inclusion that gives students a critical head start. It introduces fundamental higher-grade topics such as sets, relations, and functions; limits; partial fractions; and logarithms, ensuring a smooth and confident transition to senior secondary mathematics.

Published by Pearson Education, a global leader in academic publishing, this book is renowned for its pedagogical excellence. It features a logically sequenced table of contents, clear explanations, solved examples graded by difficulty, and a vast repository of practice problems—including multiple-choice, short-answer, and conceptual questions. The content is designed to encourage self-study, with an emphasis on deriving formulas rather than rote memorization.

Ideal for aspiring engineers, doctors, and science students, the Pearson IIT Foundation Series Mathematics Class 10th is more than a book; it is a strategic learning system. It builds IIT-JEE foundation skills early, strengthens CBSE and ICSE board exam preparation, and cultivates the problem-solving aptitude required for NTSE and KVPY. By choosing this book, students and educators invest in a resource that ensures academic excellence in school examinations and creates an unbeatable advantage in the highly competitive landscape of national-level entrance tests.

UNIT I: NUMBER SYSTEM

CHAPTER 1: REAL NUMBERS
1. Euchild’s Division Lemma
2. Fundamental Theorem of Arithmetic
3. Irrational Numbers
4. Decimal and Binary Systems

UNIT II: ALGEBRA

CHAPTER 2: POLYNOMIALS
1. Polynomial of Nth Degree
2. Rational Expressions

CHAPTER 3: REMAINDER AND FACTOR THEOREM
1. Remainder Theorem
2. Factor Theorem

CHAPTER 4: PAIR OF LINEAR EQUATIONS IN TWO VARIABLES
1. Algebraic Expressions
2. Equation
3. Linear Inequations
4. Mathematical Modelling

CHAPTER 5: QUADRATIC EQUATIONS
1. Roots of the Equation
2. Discriminant
3. Constructing a Quadratic Equation

CHAPTER 6: PROGRESSIONS
1. Sequence
2. Series
3. Progression

UNIT III: GEOMETRY

CHAPTER 7: GEOMETRY
1. Symmetry
2. Similarity
3. Circles
4. Locus
5. Basic Locus Theorem
6. Equation of a Locus
7. Euclid’s Geometry

CHAPTER 8: MENSURATION
1. Circle and Semicircle
2. Equilateral Triangle
3. Prisms
4. Cubes and Cuboids
5. Right Circular Cylinder
6. Pyramid
7. Cone
8. Sphere

CHAPTER 9: COORDINATE GEOMETRY
1. Coordinates of a Point
2. Points on the Plane
3. Straight Lines
4. Straight Lines

UNIT IV: TRIGONOMETRY

CHAPTER 10: TRIGONOMETRY
1. Angle
2. Trigonometric Ratios
3. Heights and Distances

UNIT V: STATISTICS AND PROBABILITY

CHAPTER 11: STATISTICS
1. Data
2. Statistical Graphs
3. Measures of Central Tendencies for Ungrouped Data
4. Quartiles

CHAPTER 12: PROBABILITY
1. Sample Space

UNIT VI: COMMERCIAL MATHEMATICS

CHAPTER 13: BANKING
1. Deposit Accounts
2. Loans
3. Hire Purchase and Installment Scheme

CHAPTER 14: GOODS AND SERVICES TAX (GST)
1. Direct Tax
2. Indirect Tax

CHAPTER 15: SHARES AND DIVIDENDS
1. Classification of Share Capital

UNIT VII: BRIDGE TO GRADE XI

CHAPTER 16: STATEMENTS
1. Statement
2. Open Sentence
3. Quantifies
4. Methods of Proof
5. Methods of Disproof
6. Application to Switching Networks

CHAPTER 17: SETS, RELATIONS, AND FUNCTIONS
1. Set
2. Ordered Pair
3. Relation
4. Function

CHAPTER 18: LIMITS
1. Limit of a Function

CHAPTER 19: PARTIAL FRACTIONS
1. Rational Fraction

CHAPTER 20: LOGARITHM
1. Definition
2. System of Logarithm
3. Antilog

Have Doubts Regarding This Product ? Ask Your Question

  • Q1
    How does this book specifically help in preparing for IIT-JEE while I am still in Class 10?
    A1

    It integrates JEE-level problem-solving approaches and advanced concepts within the Class 10 framework, building the analytical thinking and depth of understanding required for the IIT-JEE from an early stage.

  • Q2
    The syllabus includes Commercial Mathematics like GST and Shares. Is this theory sufficient for practical understanding?
    A2

    Yes, the chapters on Banking, GST, and Shares & Dividends are designed with real-world applications and examples, providing essential financial literacy that is useful beyond academics.

  • Q3
    Does the "Bridge to Grade XI" section replace a Class 11 textbook?
    A3

    No, it serves as an introductory bridge. It familiarizes students with key topics like Sets, Relations, Functions, and Limits, making the transition to Class 11 smoother and less intimidating.

  • Q4
    Is the "Geometry" chapter a mix of theorems and practical mensuration?
    A4

    Absolutely. It uniquely combines theoretical geometry (like Euclid's Geometry, Circles, Locus) with applied mensuration (areas & volumes of 3D shapes like cones, spheres, pyramids), providing a complete understanding.

  • Q5
    How is the "Coordinate Geometry" chapter presented in relation to Algebra?
    A5

    The chapter is designed to show the interplay between algebra and geometry, teaching students how to represent algebraic equations (like straight lines) geometrically on the coordinate plane.

  • Q6
    For a CBSE student, is the depth of topics like "Partial Fractions" and "Logarithms" in the Bridge section necessary?
    A6

    While these are formally Class 11 topics, early exposure through this bridge section provides a significant competitive edge and conceptual advantage for both board exams and future entrances.

  • Q7
    Does the book cover all types of questions for the Class 10 board exams?
    A7

    Yes, it comprehensively covers the CBSE/ICSE syllabus with a wide variety of questions, including objective, short-answer, and long-answer types that are essential for board exam preparation.

  • Q8
    Is the chapter on "Statements" in the Bridge unit relevant for engineering aspirants?
    A8

    Yes, it covers logical Statements, Methods of Proof, and Disproof, which are crucial for developing mathematical reasoning and are foundational for computer science and engineering logic.

  • Q9
    Are the concepts explained with real-life examples, especially in Trigonometry (Heights and Distances)?
    A9

    Yes, the Trigonometry chapter emphasizes application-based learning with problems on Heights and Distances that model real-world scenarios.

  • Q10
    Can this book be used for self-study without constant teacher guidance?
    A10

    Yes, it is structured with a clear progression from concepts to examples to exercises, making it highly suitable for motivated students pursuing self-study.

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Author name | 10 jan, 2025
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Classic Literature Reimagined: Discuss modern twists on classic novels.
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