Class 10 Mathematics

Board year. Be ready for it.

A structured, visual, and concept-first learning programme for Class 10 NCERT Mathematics — designed to help students master every chapter of the board syllabus through interactive experiments, guided videos, mentor-assisted practice, and mastery-based assessment.

  • 14 Chapters
  • NCERT Aligned
  • Interactive Experiments
  • Concept Videos
  • Mentor Assisted
  • Practice MCQs
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About this course

Not just chapters. A complete board preparation journey.

Class 10 Mathematics is the most important mathematics examination a school student faces. Every chapter in the Class 10 NCERT syllabus carries direct board examination weightage — and the difference between a student who understands the concepts and one who has only memorised procedures becomes clearly visible in board results.

MathTab's Class 10 Mathematics programme is designed as a complete guided learning system built specifically around the demands of the Class 10 board syllabus. The programme moves students through a structured learning journey for every chapter — beginning with deep visual concept understanding, followed by interactive exploration, guided problem-solving application, and rigorous mastery-based assessment.

Every chapter follows the same complete learning flow. No skipped foundations. No rushed progression. No gaps left unaddressed before the board examination.

14 Chapters

Complete NCERT coverage

Complete NCERT Class 10 Mathematics syllabus coverage organised through structured chapter-wise progression.

Concept-First

Visual before procedural

Every topic begins with visual understanding and exploration before procedural problem solving begins.

Mastery-Gated

Section-by-section progression

Students progress section by section only after demonstrating conceptual understanding and practice readiness.

Course content

14 chapters. Complete NCERT board syllabus coverage.

Every chapter is delivered through a full six-stage learning sequence — combining concept understanding, interactive exploration, guided application, and structured board-level assessment.

01 Real Numbers Number system, FTA, LCM and HCF, irrationality.

Students revisit and deepen their understanding of real numbers — exploring the Number System, Fundamental Theorem of Arithmetic, Decimal Expansion, LCM and HCF, and the irrationality of numbers through structured visual learning.

Sections included:

  • Introduction to Real Numbers
  • Fundamental Theorem of Arithmetic
  • LCM and HCF Using Prime Factorisation
  • Revisiting Irrational Numbers
02 Polynomials Zeroes, coefficients, division algorithm, factor theorem.

A thorough exploration of polynomials — zeroes of polynomials, the relationship between zeroes and coefficients, Factor-Remainder theorem and the division algorithm for polynomials.

Sections included:

  • Introduction to Polynomials
  • Zeroes of a Polynomial
  • Relationship Between Zeroes and Coefficients
  • Division Algorithm for Polynomials
  • Factor-Remainder theorem
03 Pairs of Linear Equations in Two Variables Graphical and algebraic methods, consistency, applications.

Students explore systems of linear equations — methods of solving pairs of equations graphically and algebraically, and their applications in real-world problem solving.

Sections included:

  • Introduction to Pairs of Linear Equations
  • Graphical Method of Solution
  • Consistency
  • Algebraic Methods — Substitution and Elimination
  • Applications of Linear Equations
04 Quadratic Equations Factorisation, completing the square, formula, discriminant.

A structured exploration of quadratic equations — factorisation, completing the square, the quadratic formula, and the nature of roots through discriminant analysis.

Sections included:

  • Introduction to Quadratic Equations
  • Solution by Factorisation
  • Solution by Completing the Square and Splitting Middle Term
  • Quadratic Formula and Nature of Roots
05 Arithmetic Progressions General term, sum of AP, real-world applications.

Students explore arithmetic progressions — understanding the general term, sum of AP, and the wide range of real-world applications where arithmetic sequences appear.

Sections included:

  • Introduction to Arithmetic Progressions
  • General Term of an AP
  • Sum of First n Terms
  • Applications of Arithmetic Progressions
06 Triangles Similarity criteria, Basic Proportionality Theorem.

A comprehensive study of triangles at the board level — similarity criteria such as AAA, SSS, SAS, and the Basic Proportionality Theorem.

Sections included:

  • Similar Figures and Triangles
  • Basic Proportionality Theorem
  • Criteria for Similarity of Triangles
07 Coordinate Geometry Distance formula, section formula, applications.

Students apply coordinate geometry to calculate distances, find midpoints, and determine the areas of triangles and quadrilaterals on the coordinate plane.

Sections included:

  • Introduction to the Coordinate Plane
  • Distance Formula
  • Section Formula
  • Coordinate Geometry Applications
08 Introduction to Trigonometry Ratios, specific angles, complementary angles, identities.

A structured and visual introduction to trigonometric ratios — understanding sine, cosine, tangent, and their relationships through the geometry of right-angled triangles.

Sections included:

  • Trigonometric Ratios
  • Trigonometric Ratios of Specific Angles
  • Trigonometric Ratios of Complementary Angles
  • Trigonometric Identities
09 Some Applications of Trigonometry Elevation, depression, height and distance problems.

Students apply trigonometric concepts to solve real-world height and distance problems — developing the ability to translate word problems into mathematical models and solve them systematically.

Sections included:

  • Angle of Elevation and Depression
  • Applications Involving Two Triangles
  • Real-World Trigonometry Problems
10 Circles Tangents, chord angles, properties from external points.

A thorough exploration of circle theorems at the board level — tangents, the angle subtended by a chord, and the properties of tangents from an external point.

Sections included:

  • Tangents to a Circle
  • Number of Tangents from a Point
  • Properties of Tangents
  • Circle Theorems and Applications
11 Areas Related to Circles Sectors, segments, combined plane figures.

Students calculate areas and perimeters of sectors, segments, and combinations of plane figures involving circles — applied to real-world design and measurement contexts.

Sections included:

  • Area and Perimeter of a Circle
  • Area of Sector and Segment
  • Real-Life Applications
12 Surface Areas and Volumes Combined solids, conversion between shapes.

A comprehensive mensuration chapter — calculating surface areas and volumes of combinations of solids, and problems involving conversion of solids from one shape to another.

Sections included:

  • Surface Area of Combinations of Solids
  • Volume of Combinations of Solids
  • Conversion of Solid from One Shape to Another
13 Statistics Mean, median, mode for grouped data, ogives.

Students explore statistical measures at the board level — mean, median, and mode for grouped data, and cumulative frequency distributions through ogives.

Sections included:

  • Mean of Grouped Data
  • Mode of Grouped Data
  • Median of Grouped Data
  • Cumulative Frequency and Ogives
14 Probability Experiments, outcomes, events, calculating probability.

Students are introduced to the language and logic of probability — understanding experiments, outcomes, events, and how probability quantifies uncertainty through structured visual learning.

Sections included:

  • Understanding Probability
  • Experiments, Outcomes and Events
  • Calculating Probability
  • Probability in Real-Life Contexts
Learning flow

Every chapter follows the same complete board-level learning sequence.

No chapter is just a video. No section is just a worksheet. Every topic in Class 10 Mathematics is delivered through a structured seven-stage learning journey — including Assertion and Reason questions aligned with the current CBSE board examination pattern.

  1. Concept Video

    A guided concept video introduces the topic visually and systematically — explaining not just what the concept is, but why it works the way it does.

  2. See–Explore–Learn

    An interactive visual experiment lets students manipulate values and observe mathematical outcomes in real time — making abstract ideas tangible and intuitive.

  3. Concept PDF

    A well-structured PDF note covers complete theoretical content — definitions, formulas, theorems, proofs, and worked examples — available for reading and revision at any time.

  4. Problem Videos

    Step-by-step worked problem videos guide students through board-style questions — building a complete problem-solving model before independent practice begins.

  5. Case Study Questions

    Multi-part real-world application questions directly aligned with the CBSE board examination format — testing conceptual application and analytical reasoning.

  6. Assertion and Reason

    Higher-order thinking questions testing logical reasoning and conceptual depth — a mandatory question type in the current CBSE Class 10 board examination pattern.

  7. Practice MCQs

    Timed, multi-level MCQ assessments act as mastery checkpoints — students must pass each level before the next section unlocks.

What's included

Everything a Class 10 student needs to truly master the board syllabus.

  • Learn Through Understanding, Not Memorisation

    The programme is designed to move students beyond rote learning. Concepts are introduced through visual explanation, interaction, application, and structured practice — helping students understand how mathematics works, not just how to solve questions.

  • Interactive Visual Experiments

    Every chapter includes See–Explore–Learn experiences where students interact directly with mathematical concepts through guided visual experiments and real-time observation.

  • Complete Chapter-Wise Board Preparation

    All 14 Class 10 Mathematics chapters are organised into structured learning sections, ensuring gradual progression, stronger clarity, and complete board syllabus coverage throughout the academic year.

  • Guided Videos and Structured Notes

    Every section includes concept videos, worked problem-solving walkthroughs, and structured PDF notes for complete learning and revision support.

  • Board-Aligned Assessment Practice

    Students strengthen board examination readiness through case study questions, Assertion and Reason questions, topic-wise MCQs, and mastery-based assessments — all aligned with the current CBSE board pattern.

  • Structured Independent Practice

    Dedicated practice sections reinforce concepts through regular application and self-driven learning.

  • Mentor-Assisted Learning Support

    Students receive continuous mentor guidance through integrated chat support whenever clarification or academic assistance is needed during board preparation.

  • Built Specifically for Board Examination Success

    Every content decision — from how concepts are explained to how questions are structured — is made with the Class 10 board examination in mind. Students who complete the full programme are equipped with the conceptual clarity, problem-solving ability, and examination confidence that board success demands.

Plans and pricing

Choose the plan that fits your board preparation goals.

All plans include complete access to the full Class 10 Mathematics board syllabus through MathTab’s structured learning framework.

Class 10 Mathematics · Annual plans

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Why this matters

Class 10 is not just another year.

The Class 10 Mathematics board examination is the first public examination most students face. The marks secured here influence stream selection, college admissions, and academic confidence for years ahead.

MathTab's Class 10 programme is the only structured, self-paced digital learning system that covers the complete NCERT Class 10 Mathematics board syllabus — chapter by chapter, concept by concept — with visual learning, interactive experiments, board-aligned assessments, and direct mentor support built in at every stage.

  • Board-Aligned Content

    Every question type — Case Study, Assertion and Reason, and MCQ — is designed around the current CBSE Class 10 board examination pattern.

  • Mastery Before Progression

    Students cannot advance to the next chapter until the current one is fully completed and assessed — ensuring no board topic is left unclear or half-understood.

  • Mentor Support Throughout

    Direct access to expert mentors through integrated chat means no student faces a doubt alone during the most important examination year of their school life.

Who should enrol

Built for every Class 10 NCERT Mathematics student.

  • Students starting Class 10

    Who want to approach the board year with a structured, concept-driven programme that builds genuine understanding chapter by chapter from the very beginning.

  • Students who find board mathematics overwhelming

    Who need visual, interactive learning to make abstract board topics like trigonometry, coordinate geometry, and circle theorems genuinely understandable — not just memorised.

  • Students who want board examination confidence

    Who want to arrive at their Class 10 board examination having completed the full syllabus systematically — with every concept understood, every question type practised, and every doubt resolved.

Start Class 10 Mathematics the right way.

Visual learning. Interactive exploration. Board-aligned practice. Mentor support. Everything your child needs to genuinely master Class 10 Mathematics and perform with confidence in the board examination.

Enrol Now