Class 9 CBSE A Complete Course in Mathematics | Part 1 & 2 | B K Singh | 2026 Edition | Goyal Brothers Prakashan

Mathematics is a foundational subject that requires clear conceptual understanding, logical reasoning, and extensive practice. With the introduction of the new NCERT textbook, Ganit Manjari, the Class 9 CBSE Mathematics curriculum has evolved. To help students master these new concepts seamlessly, A Complete Course in Mathematics (Part 1 & 2) – 2026 Edition, authored by the renowned expert B.K. Singh and published by Goyal Brothers Prakashan, is the most comprehensive and dependable study resource available.

Why is this 2-part series a must-have for Class 9 students? Transitioning to the new Ganit Manjari syllabus can be challenging without the right guidance. This carefully crafted two-volume set breaks down complex mathematical theorems, algebraic equations, and geometrical proofs into simple, step-by-step explanations.

Volume 1 and Volume 2 work synergistically to provide complete coverage of the syllabus. Instead of just focusing on the final answers, this guide emphasizes the core reasoning behind every step. It is packed with a vast array of solved examples, well-graded practice exercises, and competency-based questions tailored to the latest examination guidelines. Whether it is for daily homework, unit tests, or the final school exams, this ultimate math combo ensures students build a rock-solid mathematical foundation.

Key Features & Benefits

📅 Latest 2026 Edition: Strictly updated and aligned with the newest CBSE syllabus and the latest NCERT mathematics textbook, Ganit Manjari.

📚 Complete 2-Volume Set: Includes both Part 1 and Part 2, ensuring 100% comprehensive coverage of the entire Class 9 Mathematics curriculum.

📝 Step-by-Step Solutions: Breaks down complex mathematical problems into logical, easy-to-understand steps for better concept retention and self-study.

🎯 Competency-Based Focus: Packed with Multiple Choice Questions (MCQs), case-based questions, and assertion-reasoning exercises to match the modern NEP 2020 exam patterns.

🧠 Extensive Practice: Features an abundance of solved illustrative examples and unsolved practice exercises to build problem-solving speed and accuracy.