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Class 12 CBSE Mathematics (NCERT)
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This course is designed for Class 12 CBSE students to master Mathematics through detailed NCERT chapter explanations, solved examples, exercises, and practice problems. Topics include Algebra, Calculus, Probability, Vectors, Matrices, and more. The course emphasizes conceptual clarity and exam-oriented preparation.
- Comprehensive coverage of the entire NCERT syllabus for Class 12 Mathematics.
- Detailed chapter-wise explanations with step-by-step solutions to concepts and formulas.
- Solved examples provided in each chapter to strengthen understanding of key concepts.
- Exercise problems from NCERT included, along with additional practice questions for mastery.
- Focus on exam-oriented preparation, including previous years’ CBSE questions and sample papers.
- Special emphasis on conceptual clarity, helping students understand the ‘why’ behind formulas.
- Coverage of all major topics including:
- Algebra (Polynomials, Pair of Linear Equations, Matrices, Determinants)
- Calculus (Limits, Continuity, Differentiation, Integration, Differential Equations)
- Probability & Statistics
- Vectors & 3D Geometry
- Relations & Functions
- Tips and tricks for solving numerical problems faster during exams.
- Self-assessment quizzes to track progress and identify weak areas.
- Designed for students aiming for high scores in board exams and competitive exams like JEE Main/Advanced.
- Encourages analytical thinking and problem-solving skills, beyond rote learning.
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What you need/Requirement
Internet
You need a working internet connection to watch videos, join online classes, and get help when needed.
Maths Basics
Fundamental arithmetic and algebra form the base for programming logic. Basic math skills improve problem-solving, algorithm design, and debugging effectiveness in coding.
Notebook
Basic understanding of English is required, as the course content and instructions are primarily in English
Device
Smartphone, Tablet, Laptop or Desktop Computer.
Learning Path
Beginner
Start with fundamental concepts and build a strong foundation.
Intermediate
Expand your knowledge and start building real projects.
Advanced
Dive deep into specialized areas and master complex techniques.
Master
Achieve expert-level proficiency and innovate with your skills.
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