Go to All Subject -

Department: Important Questions, Answers TamilNadu State Board

Maths 11th std

Online Study Material, Lecturing Notes, Assignment, Reference, Wiki and important questions and answers

Maths 11th std
-:- Sets, Relations and Functions: Introduction
-:- Sets
-:- Cartesian Product
-:- Constants and Variables, Intervals and Neighbourhoods
-:- Relations
-:- Functions
-:- Graphing Functions using Transformations
-:- Basic Algebra: Introduction
-:- Real Number System
-:- Absolute Value
-:- Linear Inequalities
-:- Quadratic Functions
-:- Polynomial Functions
-:- Rational Functions
-:- Exponents and Radicals
-:- Logarithm
-:- Application of Algebra in Real Life
-:- Trigonometry: Introduction
-:- A recall of basic results
-:- Radian Measure
-:- Trigonometric functions and their properties
-:- Trigonometric Identities
-:- Trigonometric equations
-:- Properties of Triangle
-:- The Law of Sines or Sine Formula
-:- Area of a triangle (Heron’s Formula )
-:- Application to Triangle
-:- Inverse Trigonometric Functions
-:- Combinatorics and Mathematical Induction: Introduction
-:- Fundamental principles of counting
-:- Factorials
-:- Permutations
-:- Combinations
-:- Mathematical induction
-:- Binomial Theorem, Sequences and Series: Introduction
-:- Binomial Theorem
-:- Particular cases of Binomial Theorem
-:- Finite Sequences
-:- Finite Series
-:- Infinite Sequences and Series
-:- Two Dimensional Analytical Geometry: Introduction
-:- Locus of a point
-:- Straight Lines
-:- Angle between two straight lines
-:- Pair of Straight Lines
-:- Matrices and Determinants : Introduction
-:- Matrices
-:- General form of a matrix
-:- Types of Matrices
-:- Equality of Matrices
-:- Algebraic Operations on Matrices
-:- Properties of Matrix Addition, Scalar Multiplication and Product of Matrices
-:- Operation of Transpose of a Matrix and its Properties
-:- Symmetric and Skew-symmetric Matrices
-:- Determinants of Matrices of different order
-:- Properties of Determinants
-:- Application of Factor Theorem to Determinants
-:- Product of Determinants
-:- Relation between a Determinant and its Cofactor Determinant
-:- Determinants: Area of a Triangle
-:- Determinants: Singular and non-singular Matrices
-:- Vector Algebra: Introduction
-:- Scalars and Vectors
-:- Representation of a vector and types of vectors
-:- Algebra of Vectors
-:- Position vectors
-:- Resolution of Vectors
-:- Direction Cosines and Direction Ratios
-:- Product of Vectors
-:- Scalar product and Properties of Scalar Product
-:- Vector Product and Properties of Vector Product
-:- Differential Calculus - Limits and Continuity
-:- The calculation of limits
-:- One sided limits: left-hand limit and right-hand limit
-:- Theorems on limits
-:- Infinite Limits
-:- Limits at infinity
-:- Limits of rational functions
-:- Applications of limits
-:- Sandwich Theorem
-:- Two special Trigonometrical limits
-:- Some important other limits
-:- Continuity - Differential Calculus
-:- Examples of functions Continuous at a point
-:- Algebra of continuous functions
-:- Removable and Jump Discontinuities - Differential Calculus
-:- Differential Calculus- Differentiability and Methods of Differentiation
-:- The concept of derivative
-:- The tangent line problem - The concept of derivative
-:- Velocity of Rectilinear motion - The concept of derivative
-:- The derivative of a Function - The concept of derivative
-:- One sided derivatives (left hand and right hand derivatives) - The concept of derivative
-:- Differentiability and Continuity
-:- Differentiation Rules
-:- Derivatives of basic elementary functions - Differentiation Rules
-:- Examples on Chain Rule (Differentiation Rules)
-:- Implicit Differentiation
-:- Logarithmic Differentiation
-:- Substitution method - Differential Calculus
-:- Derivatives of variables defined by parametric equations
-:- Differentiation of one function with respect to another function
-:- Higher order Derivatives
-:- Integral Calculus: Introduction
-:- Newton Leibnitz Integral
-:- Basic Rules or Formula of Integration
-:- Integrals of the Form (ax + b)
-:- Properties of Integrals
-:- Simple applications of Integral Calculus
-:- Methods of Integration
-:- Decomposition Methods of Integration
-:- Decomposition by Partial Fractions - Integration Method
-:- Integration Method of substitution or change of variable
-:- Important Results of Integral Calculus
-:- Integration by parts
-:- Bernoulli’s formula for Integration by Parts
-:- Integrals of the form e pow(ax) cos bx and e pow(ax) sin bx
-:- Integration of Rational Algebraic Functions
-:- Introduction to Probability Theory
-:- Basic definitions for Probability Theory
-:- Finite sample space - Probability Theory
-:- Classical definition (A priori) of probability (Bernoulli’s principle of equally likely)
-:- Axiomatic approach to Probability
-:- Odds - Probability Theory
-:- Some basic Theorems on Probability
-:- Conditional Probability
-:- Total Probability of an event
-:- Bayes’ Theorem