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# Class 12th Maths - Video Tutorials in Hindi

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#### Class 12th Maths - Video Tutorials in Hindi

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Class 12th Maths - Video Tutorials in Hindi. Maths full course

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## Chapter 1 Matrices

## 1.2 Types of Matrices (Part 1)

## 1.3 Types of Matrices (Part 2)

## 1.4 Operation of Matrices - Equality

## 1.5 Operation of Matrices (Equality) - Numerical

## 1.6 Operation of Matrices - Addition

## 1.7 Operations of Matrices - Multiplication by Scalar

## 1.8 Multiplication by Scalar - Numerical

## 1.9 Operation of Matrices - Subtraction

## 1.10 Operation of Matrix - Negative of Matrix

## 1.11 Properties of Matrix - Addition (Part 1)

## 1.12 Properties of Matrix - Addition (Part 2)

## 1.13 Properties of Matrix - Scalar Multiplication (Part 1)

## 1.14 Properties of Matrix - Scalar Multiplication (Part 2)

## 1.15 Operations of Matrices - Problems (Part 1)

## 1.16 Operations of Matrices - Problems (Part 2)

## 1.17 Multiplication of Matrices

## 1.18 Multiplication of Matrices - Problems

## 1.19 Multiplication of Matrices - Properties

## 1.20 Properties of Multiplication of Matrices - Problem (Part 1)

## 1.21 Properties of Multiplication of Matrices - Problem (Part 2)

## 1.22 Transpose of a Matrix

## 1.23 Transpose of a Matrix - Properties

## 1.24 Transpose of a Matrix - Problems (Part 1)

## 1.25 Transpose of a Matrix - Problem(Part 2)

## 1.26 Symmetric & Skew Symmetric Matrix

## 1.27 Symmetric & Skew Symmetric Matrix Theorems

## 1.28 Symmetric & Skew Symmetric Matrix - Problems

## 1.29 Transformation Matrix

## 1.30 Invertible Matrices

## 1.31 Invertible Matrices Theorem with Proof

## Chapter 2 Determinants

## 2.2 Determinant of a Square Matrix

## 2.3 Determinant - Numerical

## 2.4 Properties of Determinants (Part 1)

## 2.5 Properties of Determinants (Part 2)

## 2.6 Properties of Determinants (Part 3)

## 2.7 Properties of Determinants (Part 4)

## 2.8 Properties of Determinants (Part 5)

## 2.9 Properties of Determinants (Part 6)

## 2.10 Properties of Determinants - Problems (Part 1)

## 2.11 Properties of Determinants - Problems (Part 2)

## 2.12 Properties of Determinants - Problems (Part 3)

## 2.13 Properties of Determinants - Problems (Part 4)

## 2.14 Application of Determinants

## 2.15 Area of Triangle using Determinants

## 2.16 Area of Triangle using Determinants - Formulas

## 2.17 Area of Triangle Type 1 - Problems (Part 1)

## 2.18 Area of Triangle Type 2 - Problems (Part 2)

## 2.19 Area of Triangle Type 3 - Problems (Part 3)

## 2.20 Area of Triangle Type 4 - Problems (Part 4)

## 2.21 Minor of a Matrix

## 2.22 Co-factor of a Determinant

## 2.23 Minors & Cofactors - Problems

## 2.24 Adjoint of a Matrix

## 2.25 Adjoint of a Matrix - Important points

## 2.26 Inverse of a Matrix

## 2.27 Inverse of a Matrix - Theorems (Part 1)

## 2.28 Inverse of a Matrix - Theorems (Part 2)

## 2.29 Inverse of a Matrix - Theorems (Part 3)

## 2.30 Inverse of a Matrix - Problems (Part 1)

## 2.31 Inverse of a Matrix - Problems (Part 2)

## 2.32 System of Linear Equations using Inverse of a Matrix

## 2.33 Linear Equations - Problems (Part 1)

## 2.34 Linear Equations - Problems (Part 2)

## 2.35 Linear Equations - Problems (Part 3)

## Chapter 3 Continuity and Differentiability

## 3.2 Introduction to Discontinuity

## 3.3 Types of Discontinuity

## 3.4 Continuity Type 1 - Problems (Part 1)

## 3.5 Continuity Type 1 - Problems (Part 2)

## 3.6 Continuity Type 1 - Problems (Part 3)

## 3.7 Continuity Type 2 - Problems (Part 1)

## 3.8 Continuity Type 2 - Problems (Part 2)

## 3.9 Continuity Type 3 - Problems (Part 1)

## 3.10 Continuity Type 3 - Problems (Part 2)

## 3.11 Algebra of Continuous Functions

## 3.12 Differentiability of a function

## 3.13 Differentiability - Problems (Part 1)

## 3.14 Differentiability - Problems (Part 2)

## 3.15 Introduction to Differentiation

## 3.16 Differentiation - Formulas

## 3.17 Differentiation - Rules

## 3.18 Derivatives of Composite functions

## 3.19 Chain Rule Differentiation (Part 1)

## 3.20 Chain Rule Differentiation (Part 2)

## 3.21 Differentiation of Implicit Function

## 3.22 Differentiation of Implicit Function - Problems (Part 1)

## 3.23 Differentiation of Implicit Function - Problems (Part 2)

## 3.24 Differentiation of Inverse Trigonometric Functions

## 3.25 Problems on Trigonometry Differentiation (Part 1)

## 3.26 Problems on Trigonometry Differentiation (Part 2)

## 3.27 Problems on Trigonometry Differentiation (Part 3)

## 3.28 Problems on Trigonometry Differentiation (Part 4)

## 3.29 Differentiation of Exponential Functions

## 3.30 Differentiation of Logarithmic Functions

## 3.31 Logarithmic Differentiation - Problems (Part 1)

## 3.32 Logarithmic Differentiation - Problems (Part 2)

## 3.33 Logarithmic Differentiation - Problems Part 3)

## 3.34 Logarithmic Differentiation - Problems (Part 4)

## 3.35 Differentiation of Infinite Series (Part 1)

## 3.36 Differentiation of Infinite Series (Part 2)

## 3.37 Differentiation of Parametric Functions

## 3.38 Differentiation of Parametric Functions - Problems (Part 1)

## 3.39 Differentiation of Parametric Functions - Problems (Part 2)

## 3.40 Higher Order Derivatives

## 3.41 Second Order Derivative Type 1 - Problems (Part 1)

## 3.42 Second Order Derivative Type 1 - Problems (Part 2)

## 3.43 Second Order Derivative Type 2 - Problems

## 3.44 Second Order Derivative Type 3 - Problems

## 3.45 Rolle's Theorem - Mean Value Theorems

## 3.46 Rolle's Theorem (Type 1) - Problems

## 3.47 Rolle's Theorem (Type 2) - Problems (Part 1)

## 3.48 Rolle's Theorem (Type 2) - Problems (Part 2)

## 3.49 Rolle's Theorem (Type 3) - Problems

## 3.50 Lagrange's Mean Value Theorem (LMVT)

## 3.51 Lagrange's Mean Value Theorem (Type 1) - Problems

## Chapter 4 Application of Derivatives

## 4.2 Rate of Change of Quantity

## 4.3 Rate of change of Quantity - Problems (Part 1)

## 4.4 Rate of change of Quantity - Problems (Part 2)

## 4.5 Rate of Change of Quantity - Problems (Part 3)

## 4.6 Increasing and Decreasing Functions

## 4.7 Increasing and Decreasing Functions - Problems (Part 1)

## 4.8 Increasing and Decreasing Functions - Problems (Part 2)

## 4.9 Tangents and Normals (Part 1)

## 4.10 Tangents and Normals (Part 2)

## 4.11 Tangents and Normals (Part 3)

## 4.12 Tangents and Normals (Type 1) - Problems (Part 1)

## 4.13 Tangents and Normals (Type 1) - Problems (Part 2)

## 4.14 Tangents and Normals (Type 2) - Problems (Part 1)

## 4.15 Tangents and Normals (Type 2) - Problems (Part 2)

## 4.16 Equations of Tangent and Normal

## 4.17 Equation of Tangent and Normal - Problems (Part 1)

## 4.18 Equation of Tangent and Normal - Problems (Part 2)

## 4.19 Maxima and Minima

## 4.20 Test to check Maxima and Minima

## 4.21 Maxima and Minima - Examples (Part 1)

## 4.22 Maxima and Minima - Examples (Part 2)

## 4.23 Maxima and Minima - Examples (Part 3)

## 4.24 Maxima and Minima - Examples (Part 4)

## 4.25 Maxima and Minima - Examples (Part 5)

## 4.26 Maxima and Minima - Examples (Part 6)

## 4.27 Maxima and Minima - Examples (Part 7)

## 4.28 Maxima and Minima - Examples (Part 8)

## 4.29 How to Find Absolute Maximum and Minimum

## 4.30 Absolute Maximum and Minimum - Examples (Part 1)

## 4.31 Absolute Maximum and Minimum - Examples (Part 2)

## 4.32 Absolute Maximum and Minimum - Examples (Part 3)

## Chapter 5 Integrals

## 5.2 Integration - Formulas

## 5.3 Integration - Examples (Part 1)

## 5.4 Integration - Examples (Part 2)

## 5.5 Integration - Theorems

## 5.6 Corollary

## 5.7 Integration - Examples

## 5.8 Integration - Rules

## 5.9 Integration - Examples (Part 1)

## 5.10 Integration - Examples (Part 2)

## 5.11 Integration - Examples (Part 3)

## 5.12 Integration - Examples (Part 4)

## 5.13 Integration - Examples (Part 5)

## 5.14 Integration of Sin ^n(x) and Cos ^ n (x)

## 5.15 Integration Examples (Part 1)

## 5.16 Integration Examples (Part 2)

## 5.17 Integral of Sin(mx).Cos(nx)

## 5.18 Integration of Sin(mx).Cos(nx) - Problems (Part 1)

## 5.19 Integration of Sin(mx).Cos(nx) - Problems (Part 2)

## 5.20 Contents of Integration (Portion A)

## 5.21 Contents of Integration (Portion B)

## 5.22 Integration by Substitution

## 5.23 Substitution - Problems (Part 1)

## 5.24 Substitution - Problems (Part 2)

## 5.25 Standard Integrals of Trigonometric Functions

## 5.26 Standard Integrals - Problem (Part 1)

## 5.27 Standard Integrals - Problem (Part 2)

## 5.28 Integral of Sin ^n x and Cos ^n x

## 5.29 Integral of Sin ^n x and Cos ^n x - Problems

## 5.30 Standard Integrals of 1a^-x^,1x^-a^ & 1a^+x^

## 5.31 Type 4 - Problems

## 5.32 Type 5 Evaluation of 1/ax^(2)+bx+c dx - Problems

## 5.33 Integration of Type 6 Standard Integrals

## 5.34 Type 6 Standard Integrals - Problems

## 5.35 Type 7 Standard Integrals - Problems (Part 1)

## 5.36 Type 7 Standard Integrals - Problems (Part 2)

## 5.37 Integration By Parts (Part 1)

## 5.38 Integration By Parts (Part 2)

## 5.39 Integration By Parts - Problems (Part 1)

## 5.40 Integration By Parts - Problems (Part 2)

## 5.41 Integration By Parts - Problems (Part 3)

## 5.42 Integration By Parts - Problems (Part 4)

## 5.43 Integration By Parts - Problems (Part 5)

## 5.44 Integration By Parts - Problems (Part 6)

## 5.45 Integration By Parts - Problems (Part 7)

## 5.46 Integration Using Partial Fractions

## 5.47 Partial Fractions - Examples (Part 1)

## 5.48 Partial Fractions - Examples (Part 2)

## 5.49 Integration by Partial Fractions -Problems (Part 1)

## 5.50 Integration by Partial Fractions - Problems (Part 2)

## 5.51 Integration by Partial Fractions - Problems (Part 3)

## 5.52 Integration by Partial Fractions - Problems (Part 4)

## 5.53 Integration by Partial Fractions - Problems (Part 5)

## 5.54 Integration by Partial Fractions - Problems (Part 6)

## 5.55 Definite Integrals

## 5.56 Definite Integrals - Examples (Part 1)

## 5.57 Definite Integrals - Examples (Part 2)

## 5.58 Definite Integrals - Examples (Part 3)

## 5.59 Definite Integrals - Examples (Part 4)

## 5.60 Definite Integrals - Examples (Part 5)

## 5.61 Definite Integrals - Examples (Part 6)

## 5.62 Definite Integrals - Examples (Part 7)

## 5.63 Definite Integral By Substitution

## 5.64 Definite Integrals by Substitution - Problems (Part 1)

## 5.65 Definite Integrals by Substitution - Problems (Part 2)

## 5.66 Definite Integrals by Substitution - Problems (Part 3)

## 5.67 Definite Integrals by Substitution - Problems (Part 4)

## 5.68 Definite Integrals by Substitution - Problems (Part 5)

## 5.69 Definite Integrals by Substitution - Problems (Part 6)

## 5.70 Definite Integrals - Theorems (Part 1)

## 5.71 Definite Integrals - Theorems (Part 2)

## 5.72 Definite Integrals - Theorems (Part 3)

## 5.73 Definite Integral Properties - Problems (Part 1)

## 5.74 Definite Integral Properties - Problems (Part 2)

## 5.75 Definite Integral Properties - Problems (Part 3)

## 5.76 Definite Integral Properties - Problems (Part 4)

## 5.77 Definite Integral Properties - Problems (Part 5)

## 5.78 Definite Integral Properties - Problems (Part 6)

## 5.79 Definite Integral Properties - Problems (Part 7)

## 5.80 Definite Integral Properties - Problems (Part 8)

## 5.81 Definite Integral Properties - Problems (Part 9)

## 5.82 Definite Integral Properties - Problems (Part 10)

## Chapter 6 Differential Equations

## 6.2 Order and Degree of a Differential Equation

## 6.3 Order & Degree of a Differential Equation - Examples (Part 1)

## 6.4 Order & Degree of a Differential Equation - Examples (Part 2)

## 6.5 Solution of a Differential Equation

## 6.6 Solution of a Differential Equation - Examples

## 6.7 Formation of a Differential Equation (Theory Introduction)

## 6.8 Formation of a Differential Equation (Implementation)

## 6.9 Formation of a Differential Equation - Examples (Part 1)

## 6.10 Formation of a Differential Equation - Examples (Part 2)

## 6.11 Formation of a Differential Equation - Examples (Part 3)

## 6.12 Variable Separable Method

## 6.13 Variable Separable Method - Problems (Part 1)

## 6.14 Variable Separable Method - Problems (Part 2)

## 6.15 Variable Separable Method - Problems (Part 3)

## 6.16 Variable Separable Method - Problems (Part 4)

## 6.17 Variable Separable Method - Problems (Part 5)

## 6.18 Variable Separable Method - Problems (Part 6)

## 6.19 Variable Separable Method - Problems (Part 7)

## 6.20 Homogeneous Differential Equations

## 6.21 Homogeneous Differential Equation - Solving Method

## 6.22 Homogeneous Differential Equation - Examples (Part 1)

## 6.23 Homogeneous Differential Equation - Examples (Part 2)

## 6.24 Homogeneous Differential Equation - Examples (Part 3)

## 6.25 Homogeneous Differential Equation - Examples (Part 4)

## 6.26 Homogeneous Differential Equation - Examples (Part 5)

## 6.27 Homogeneous Differential Equation - Examples (Part 6)

## 6.28 Homogeneous Differential Equation - Examples (Part 7)

## 6.29 Homogeneous Differential Equation - Examples (Part 8)

## 6.30 Linear Differential Equations

## 6.31 Linear Differential Equations - Working Rule

## 6.32 Linear Differential Equations - Problems (Part 1)

## 6.33 Linear Differential Equations - Problems (Part 2)

## 6.34 Linear Differential Equations -Problems (Part 3)

## 6.35 Linear Differential Equations - Problems (Part 4)