CBSE Class 12 Mathematics

CBSE Class 12 Mathematics

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Course Overview

Class 12 is an important milestone in your life as you take some serious decisions about your future based on your performance. Indeed, Mathematics forms a vital component of Class 12 as well as every competitive exams’ syllabus. Whether you choose to be an engineer or a doctor, you will have to deal with Mathematics in every area. Making the concepts of Class 12 concrete can immensely help you in securing good marks in the CBSE Class 12 board exam as well as in various competitive exams.

1. What are the requirements?

  • Previous class knowledge

2. What am I going to get from this course?

  • Developing Class 12 mathematics Core Knowledge

3. Who this course is for?

  • NCERT CBSE class 12 Students

About the Author

  • I have myself proved academically well. I have cleared JEE Main and Advanced, Olympiad exams. My association was admired with renowned coaching FIITJEE. Currently, I am running my own coaching ASPIRE CLASSES and associated with TRYCLE for online teaching.

    For last more than 6 years, I am in a teaching career, well versed in Mathematics. I know well what exam needs; my teaching methodology is in regards to exams, containing more conceptual part and their application.

Course Curriculum

Relations and Functions

  • A Relation and Function
  • Relation and Function Q and A
  • Domain and range
  • function Properties
  • composite and inverse function
  • odd and even function
  • Functions Q and A

Inverse Trigonometric Functions

  • inverse Trigonometry
  • inverse properties and formulas
  • Inverse Trigonometry Q and A


  • Matrices Basic
  • equal matrices
  • matrices transpose
  • inverse matrices
  • Matrices Q and A


  • Determinant Basic
  • Determinants properties and operations
  • Determinants Adjoint of matrix
  • Determinants inverse of matrix
  • Determinants Q and A

Continuity and Differentiability

  • Continuity and Differentiability part 1
  • Continuity And Differentiability Part 2
  • Continuity and Differentiability Q and A

Application of Derivatives

  • Application Of Derivatives part 1
  • Application Of Derivatives Part 2
  • Application Of Derivatives Q and A


  • Integration Basic
  • Integration methods of substitution
  • Integration by-parts
  • special integration
  • partial fraction
  • Definite Integration
  • Definite Integration Q and A

Applications of Integrals

  • Application of Integration
  • Application of Integration Q and A

Differential Equations

  • Differential Equation
  • Differential Equation Q and A


  • vectors
  • type of vector
  • addition and scalar multiplication
  • Vector Properties
  • vector section
  • vector product
  • scalar triple product
  • Vector Q and A

Three-Dimensional Geometry

  • 3D Basics
  • 3D Straight line
  • 3D Plane
  • 3D Q and A

Linear Programming

  • Linear Programming Theory and Q and A


  • probability basic
  • conditional probability
  • probability independent event
  • probability partitioning
  • probability Bays theorem
  • Probability Q and A


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