Description
A comprehensive calculus course covering limits, continuity, differentiation, integration, and their applications. The course is designed to help students understand calculus concepts clearly and develop strong numerical and analytical problem-solving skills.
This course provides a complete introduction to differential and integral calculus. Students will learn core concepts, important formulas, applications, and problem-solving methods commonly used in higher mathematics and competitive examinations.
Benefits of the course
- Understand limits and continuity
- Differentiate algebraic and trigonometric functions
- Apply differentiation to real problems
- Understand integration methods
- Solve definite and indefinite integrals
- Calculate areas under curves
- Understand maxima and minima
- Apply calculus concepts to practical problems
Topics for this course
Limits
Introduction to Limits
Standard Limits
Algebraic Limits
Differentiation
Applications of Derivatives
Requirements
- Basic algebra knowledge
- Familiarity with functions and graphs
- Basic trigonometry recommended
- Practice each lesson before moving to the next topic
Target Audience
- Class 11 and 12 students
- Undergraduate students
- Engineering entrance aspirants
- Competitive exam candidates
- Students preparing for higher mathematics
Materials included
- Video lectures
- Formula handbook
- Practice exercises
- Solved numerical problems
- Topic-wise notes
- Assignments
- Revision worksheets
