The class 12 board exams is a big event for students according to their career perspective. The previous year papers that are provided set different trend in skill, application test and concept. It’s not only a test of basic knowledge but an assessment of their planning, practice and confidence. Sincere efforts performed throughout the past years are on stake during these three hours. One should have a highly positive mindset and confident approach for scoring good percentage. Don’t forget CBSE is an assessment of basic knowledge, not a competitive examination to select few talented students.
Regular studies and completing your CBSE Class 12 Maths Syllabus on time wins you half the game. Complete your projects, assignments and practicals on the day they are assigned and get them out of your way. Start with easier chapters and gradually proceed to topics that you find more difficult. With basics brushed up, you will find that even the most difficult topics will melt down to simpler easier concepts.
Important Topics to focus in class 12 Maths Exam Chapterwise
Chapter Name

Important Topics and Tips

Relations and Functions

 Types of Relations
 Composite of two functions
 Invertible Functions
 Frequently asked question are from ‘Equivalence relations’ and composite of functions

Inverse Trigonometric Functions

 Properties of Inverse Trigonometric functions
 Write down domain and range of all trigonometric function and related graphs on paper and revise them on daily basis

Matrices

 Multiplication of Matrices
 Symmetric and Skew Symmetric Properties
 Finding Inverse of a Matrix using elementary transformation
 Most of the students get stuck in elementary transformation

Determinants

 Properties of determinants
 Adjoint and Inverse of a Matrix
 Solution of system of linear equations
 Always mark the question while you get stuck, because all questions cannot be practised before exams

Continuity and Differentiability

 Continuity of a function
 Logarithmic Differentiation
 Second order derivatives
 Differentiation of Parametric form of functions
 Logarithmic, trigonometric functions, exponential should be at tip

Application of Derivatives

 Rate of change
 Increasing and decreasing functions
 Tangents and Normal to Curves
 First and Second Derivatives Test for finding Local Maxima and Minima

Integrals

 Integration by method of Substitution
 Integration by Method of Partial Fractions
 Integration by Parts
 Definite Integral as Limit of a sum
 Properties of Definite Integrals

Application of Integrals

 Area under curves
 Area bounded by a curve and a line
 Area bounded by 2 Curves
 It always better to draw the curve and shade the area to be calculated

Differential Equations

 Formation of differential equation
 Method of Solving Differential Equation with variable separable
 Homogeneous Differential Equation
 Linear differential equation

Vector Algebra

 Scalar Product of Vectors and Projection of Vectors on a line
 Vector Product of Vectors

3D Geometry

 Direction Cosines and Direction Ratio of line
 Equation of line
 Coplanarity of line
 Angle between 2 lines
 Shortest distance between 2 skew lines
 Equation of plane in normal form
 Equation of plane perpendicular to given vector and passing through a given point
 Equation of plane passing through 3 noncollinear points
 Plane passing through the intersection of two planes
 Angle between 2 planes
 Distance of a point from a plane
 Angle between a line and a plane

Linear Programming

 Graphical Solution to linear problems

Probability

 Multiplication Theorem of Probability
 Independent Events
 Bayes’ Theorem
 Random Variable and its probability distribution
 Mean and Variance of Random Variable
 Binomial Distribution
 Try to revise the concepts of permutation and combination before getting into the chapter
