ICSE Class 8 Mathematics Syllabus 2025–26 | CISCE
ICSE Class 8 – Mathematics Syllabus (2025–26)
Class: 8
Subject: Mathematics
Board: ICSE (Indian Certificate of Secondary Education)
Governing Body: CISCE (Council for the Indian School Certificate Examinations)
Introduction
The ICSE Class 8 Mathematics syllabus for 2025–26, prescribed by CISCE, is designed to strengthen students’ conceptual understanding, logical reasoning, and problem-solving skills. The syllabus builds a solid foundation in arithmetic, algebra, geometry, mensuration, data handling, and rational numbers, while encouraging accuracy, analytical thinking, and real-life application of mathematical concepts. This structured approach prepares students for higher-level mathematics in secondary classes.
Question Pattern & Marking Scheme (ICSE – Middle School)
Assessment Structure (School-based as per CISCE guidelines):
Written Examination: 80 Marks
Internal Assessment / Project Work: 20 Marks
Total: 100 Marks
Written Examination – Suggested Pattern
- Section A: Very Short Answer Questions (20 Marks)
- MCQs
- One-step numerical problems (VSA)
- Section B: Short Answer Questions (30 Marks)
- Numerical problems
- Reasoning-based questions (SA)
- Section C: Long Answer Questions (30 Marks)
- Multi-step problems
- Word problems and application-based questions (LA)
Internal Assessment (20 Marks)
- Mathematics projects
- Worksheets and assignments
- Mental maths and class tests
- Notebook work and class participation
ICSE Class 8 Mathematics Syllabus (2025–26)
| Unit | Chapter / Topic | Learning Outcomes |
|---|---|---|
| Unit 1 | Rational Numbers | Understanding properties of rational numbers and performing operations. |
| Unit 2 | Exponents and Powers | Applying laws of exponents to simplify expressions. |
| Unit 3 | Squares and Square Roots | Finding squares, square roots, and solving related problems. |
| Unit 4 | Cubes and Cube Roots | Understanding cubes, cube roots, and their applications. |
| Unit 5 | Algebraic Expressions and Identities | Simplifying expressions and using algebraic identities. |
| Unit 6 | Linear Equations in One Variable | Solving linear equations and word problems. |
| Unit 7 | Direct and Inverse Proportion | Applying proportional reasoning to real-life situations. |
| Unit 8 | Comparing Quantities | Solving problems related to percentage, profit and loss, and discount. |
| Unit 9 | Mensuration | Calculating area and perimeter of plane figures. |
| Unit 10 | Volume and Surface Area | Finding volume and surface area of cubes, cuboids, and cylinders. |
| Unit 11 | Data Handling | Organizing data, finding mean, and interpreting graphs. |
| Unit 12 | Probability (Introduction) | Understanding chance and simple probability concepts. |
| Unit 13 | Polygons | Understanding types and properties of polygons. |
| Unit 14 | Visualising Solid Shapes | Developing spatial understanding of three-dimensional objects. |
Problem-solving, logical reasoning, and accuracy are emphasized across all units.
Related Keyphrases
- ICSE Class 8 Mathematics syllabus 2025–26
- CISCE Class 8 Maths curriculum
- ICSE Maths chapters Class 8
- Class 8 ICSE Mathematics syllabus
- ICSE middle school maths syllabus
Frequently Asked Questions (FAQs)
Q1. Is Mathematics compulsory in ICSE Class 8?
Yes. Mathematics is a compulsory subject for all ICSE students.
Q2. Does ICSE conduct a board examination for Class 8 Mathematics?
No. Assessments are school-based as per CISCE guidelines.
Q3. What are the key topics in ICSE Class 8 Maths?
Key topics include rational numbers, algebra, geometry, mensuration, data handling, and probability.
Q4. How important is problem-solving in Class 8 Mathematics?
Problem-solving is crucial as it develops analytical thinking and application skills.
Q5. How is internal assessment conducted in Mathematics?
Through projects, assignments, worksheets, mental maths, and class participation.
Conclusion
The ICSE Class 8 Mathematics syllabus 2025–26 offers a comprehensive and structured framework to build strong numerical, algebraic, and geometric foundations. With its focus on conceptual clarity, logical reasoning, and real-life applications, the syllabus equips students with essential mathematical skills for academic success in higher classes. Regular practice, revision, and active classroom participation will help students excel in Mathematics and develop long-term problem-solving confidence.
