Unlock your potential and achieve academic excellence with our specialized CBSE Class 10 Mathematics Course. This course is meticulously designed in alignment with the National Education Policy (NEP) 2020 and the National Curriculum Framework (NCF-SE) 2023. We move beyond rote memorization to focus on deep conceptual understanding, logical reasoning, and real-world application.
Whether you are appearing for Mathematics Standard (Code 041) or Mathematics Basic (Code 241), our curriculum ensures you build the confidence to solve complex problems with precision.
Why Choose This Course?
In a rapidly changing, data-driven world, Mathematics is more than just a subject—it is a functional life skill. Our course focuses on:
- Competency-Based Learning: Bridging the gap between theory and everyday situations.
- Logical Reasoning: Developing a structured approach to critical thinking and problem-solving.
- Visualisation & Modelling: Using mathematical representation to understand quantities and relations.
- Historical Context: Integrating the Indian Knowledge System (IKS) to highlight the rich contributions of Indian mathematicians.
Course Structure & Marks Distribution
The curriculum is divided into seven core units, designed to build a strong foundation for higher education. The theory examination consists of 80 marks, with the remaining 20 marks allocated to internal assessments.
| Unit No. | Unit Name | Weightage (Marks) |
|---|---|---|
| I | Number Systems | 06 Marks |
| II | Algebra | 20 Marks |
| III | Coordinate Geometry | 06 Marks |
| IV | Geometry | 15 Marks |
| V | Trigonometry | 12 Marks |
| VI | Mensuration | 10 Marks |
| VII | Statistics & Probability | 11 Marks |
What You Will Learn
- Real Numbers: Master the Fundamental Theorem of Arithmetic and algebraic proofs for irrationality.
- Polynomials: Understand the relationship between zeroes and coefficients of quadratic polynomials.
- Linear Equations: Solve pairs of linear equations in two variables using substitution and elimination methods.
- Quadratic Equations: Learn to find roots using factorization and the quadratic formula while understanding the nature of roots through the discriminant.
- Arithmetic Progressions (AP): Derive the n^{th} term and the sum of n terms to solve daily life problems.
- Coordinate Geometry: Use distance and section formulas to establish relations for geometrical shapes.
- Triangles: Prove the Basic Proportionality Theorem (BPT) and explore similarity criteria.
- Circles: Prove theorems related to tangents and their properties.
- Trigonometry: Explore trigonometric ratios of acute angles (30^{\circ}, 45^{\circ}, 60^{\circ}) and master the identity sin^{2}A + cos^{2}A = 1.
- Heights & Distances: Apply trigonometry to find heights and distances of structures using angles of elevation and depression.
- Areas Related to Circles: Calculate areas of sectors and segments of a circle.
- Surface Areas & Volumes: Visualize and compute the surface area and volume of combined solids like cubes, cones, spheres, and cylinders.
- Statistics: Learn to compute the Mean, Median, and Mode for grouped frequency distributions.
- Probability: Understand classical probability and determine the likelihood of everyday events.
Assessment & Preparation Strategy
Our course is designed to prepare you for the specific Question Paper Design of 2026-27:
Strong focus on Remembering and Understanding (75% of weightage) to build core confidence.
Emphasis on Application, Analysis, and Evaluation (approx. 46% of weightage).
- Internal Assessment: We provide guidance for your Pen-Paper Tests (10 marks), Portfolio (5 marks), and Lab Practicals (5 marks).
Prescribed Resources
We utilize the best-in-class materials recommended by CBSE:
- NCERT Mathematics Textbook for Class X.
- NCERT Exemplar Problems.
- CBSE Laboratory Manuals for practical exploration.
Enroll today at mathpur.com and transform your mathematical journey from rote learning to conceptual mastery!
Question Paper Pattern
| Section | Question Type | Question | Marks |
| Section A | MCQs | 20 | 20 |
| Section B | Very Short | 5 | 10 |
| Section C | Short Answer | 6 | 18 |
| Section D | Long Answer | 4 | 20 |
| Section E | Case Study | 3 | 12 |
- Solve Section A and Section E with full accuracy within time according to your comfortable time Maximum 1 hour 30 minute.
- Practice Section B, C, D i.e. total 15 Problems from various practice papers. Try to solve within one hour.
- Always attempt to prove questions from options in Section B, C and D.
Maths Faculty
Expert in Case-study and assertion-reason.
Concept Clearance by Real-life integration and hands-on lab activities.
Teaching Statistics and Probability according to Modern Context
9+ years of experience in simplifying complex mathematical concepts for Board Exams and Competitive Prep. Expert in the new Competency-Based Education (CBE) model as per NEP 2020 and NCF-SE 2023. My teaching methodology focuses on moving students away from rote learning toward deep conceptual understanding and logical reasoning. I specialize in bridging the gap between foundation concepts and higher-level IIT-JEE preparation.
Personalised Guidance on Both Standard (041) and Basic (241) levels.
Helps Students to get 100% marks in internals (Portfolio, Lab Practicals, and Projects).
Focus on Board exams Higher-order thinking skills (HOTS) based question.
Trained in modern teaching techniques that prioritize analytical thinking over formula memorization.