12th Std Mathematics (Tamilnadu Samacheer Syallbus)

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About Course

This Course discusses the Class 12 Text book Topics and  Sub Topic Explanation with the help of solved Example and Exercises Problems. It covers the Concepts, such as Applications of Matrices and Determinants, Complex Numbers, Theory of Equations, Inverse Trigonometric Functions, Two Dimensional Analytical Geometry-II, Applications of Vector Algebra, Applications of Differential Calculus, Differentials and Partial Derivatives, Applications of Integration, Ordinary Differential Equations, Probability Distributions, Discrete Mathematics.

What Will You Learn?

  • Score high marks in Class 12 Public Exams. Study all the Lesson with full understanding. Quickly find solutions to all Example Problems and Exercise Problems in the Your Textbooks. Exam Preparation Methods and Guidelines are also included in this Course.

Course Content

Chapter 1 Applications of Matrices and Determinants (Example)

  • Example – 1.1
    24:55
  • Example – 1.2
    02:11
  • Example – 1.3
    10:16
  • Example – 1.4
    02:45
  • Example – 1.5
    03:19
  • Example – 1.6
    02:53
  • Example – 1.7
    01:40
  • Example – 1.8
    05:53
  • Example – 1.9
    09:49
  • Example – 1.10
    12:54
  • Example – 1.11
    06:10
  • Example – 1.12
    13:09
  • Example – 1.13
    06:39
  • Example – 1.14
    05:49
  • Example – 1.15
    12:52
  • Example – 1.16
    07:58
  • Example – 1.17
    04:23
  • Example – 1.18
    06:59
  • Example – 1.19
    12:03
  • Example – 1.20
    05:57
  • Example – 1.21
    12:47
  • Example – 1.22
    05:53
  • Example – 1.23
    11:08
  • Example – 1.24
    12:47
  • Example – 1.25
    11:20
  • Example – 1.26
    23:17
  • Example – 1.27
    10:27
  • Example – 1.28
    14:02
  • Example – 1.29
    15:41
  • Example – 1.30
    10:20
  • Example – 1.31
    05:45
  • Example – 1.32
    09:01
  • Example – 1.33
    09:10
  • Example – 1.34
    18:39
  • Example – 1.35
    09:28
  • Example – 1.36
    09:30
  • Example – 1.37
    11:06
  • Example – 1.38
    08:15
  • Example – 1.39
    17:16
  • Example – 1.40
    11:16

Chapter 1 Applications of Matrices and Determinants (Exercise 1.1)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.2)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.3)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.4)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.5)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.6)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.7)

Chapter 1 Applications of Matrices and Determinants (Exercise 1.8 – 1 Mark Questions)

Chapter 2 Complex Numbers (Example)

Chapter 2 Complex Numbers (Exercise 2.1)

Chapter 2 Complex Numbers (Exercise 2.2)

Chapter 2 Complex Numbers (Exercise 2.3)

Chapter 2 Complex Numbers (Exercise 2.4)

Chapter 2 Complex Numbers (Exercise 2.5)

Chapter 2 Complex Numbers (Exercise 2.6)

Chapter 2 Complex Numbers (Exercise 2.7)

Chapter 2 Complex Numbers (Exercise 2.8)

Chapter 2 Complex Numbers (Exercise 2.9 – 1 Mark Questions)

Chapter 3 Theory of Equations (Example)

Chapter 3 Theory of Equations (Exercise 3.1)

Chapter 3 Theory of Equations (Exercise 3.2)

Chapter 3 Theory of Equations (Exercise 3.3)

Chapter 3 Theory of Equations (Exercise 3.4)

Chapter 3 Theory of Equations (Exercise 3.5)

Chapter 3 Theory of Equations (Exercise 3.6)

Chapter 3 Theory of Equations (Exercise 3.7 – 1 Mark Questions)

Chapter 4 Inverse Trigonometric Functions (Example)

Chapter 4 Inverse Trigonometric Functions (Exercise 4.1)

Chapter 4 Inverse Trigonometric Functions (Exercise 4.2)

Chapter 4 Inverse Trigonometric Functions (Exercise 4.3)

Chapter 4 Inverse Trigonometric Functions (Exercise 4.4)

Chapter 4 Inverse Trigonometric Functions (Exercise 4.5)

Chapter 4 Inverse Trigonometric Functions (Exercise 4.6 – 1 Mark Questions)

Chapter 5 Two Dimensional Analytical Geometry-II (Example)

Chapter 5 Two Dimensional Analytical Geometry-II (Exercise 5.1)

Chapter 5 Two Dimensional Analytical Geometry-II (Exercise 5.2)

Chapter 5 Two Dimensional Analytical Geometry-II (Exercise 5.3)

Chapter 5 Two Dimensional Analytical Geometry-II (Exercise 5.4)

Chapter 5 Two Dimensional Analytical Geometry-II (Exercise 5.5)

Chapter 5 Two Dimensional Analytical Geometry-II (Exercise 5.6 – 1 Mark Questions)

Chapter 6 Applications of Vector Algebra (Example)

Chapter 6 Applications of Vector Algebra (Exercise 6.1)

Chapter 6 Applications of Vector Algebra (Exercise 6.2)

Chapter 6 Applications of Vector Algebra (Exercise 6.3)

Chapter 6 Applications of Vector Algebra (Exercise 6.4)

Chapter 6 Applications of Vector Algebra (Exercise 6.5)

Chapter 6 Applications of Vector Algebra (Exercise 6.6)

Chapter 6 Applications of Vector Algebra (Exercise 6.7)

Chapter 6 Applications of Vector Algebra (Exercise 6.8)

Chapter 6 Applications of Vector Algebra (Exercise 6.9)

Chapter 6 Applications of Vector Algebra (Exercise 6.10 – 1 Mark Questions)

Chapter 7 Applications of Differential Calculus (Example)

Chapter 7 Applications of Differential Calculus (Exercise 7.1)

Chapter 7 Applications of Differential Calculus (Exercise 7.2)

Chapter 7 Applications of Differential Calculus (Exercise 7.3)

Chapter 7 Applications of Differential Calculus (Exercise 7.4)

Chapter 7 Applications of Differential Calculus (Exercise 7.5)

Chapter 7 Applications of Differential Calculus (Exercise 7.6)

Chapter 7 Applications of Differential Calculus (Exercise 7.7)

Chapter 7 Applications of Differential Calculus (Exercise 7.8)

Chapter 7 Applications of Differential Calculus (Exercise 7.9)

Chapter 7 Applications of Differential Calculus (Exercise 7.10 – 1 Mark Questions)

Chapter 8 Differentials and Partial Derivatives (Example)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.1)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.2)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.3)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.4)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.5)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.6)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.7)

Chapter 8 Differentials and Partial Derivatives (Exercise 8.8 – 1 Mark Questions)

Chapter 9 Applications of Integration (Example)

Chapter 9 Applications of Integration (Exercise 9.1)

Chapter 9 Applications of Integration (Exercise 9.2)

Chapter 9 Applications of Integration (Exercise 9.3)

Chapter 9 Applications of Integration (Exercise 9.4)

Chapter 9 Applications of Integration (Exercise 9.5)

Chapter 9 Applications of Integration (Exercise 9.6)

Chapter 9 Applications of Integration (Exercise 9.7)

Chapter 9 Applications of Integration (Exercise 9.8)

Chapter 9 Applications of Integration (Exercise 9.9)

Chapter 9 Applications of Integration (Exercise 9.10 – 1 Mark Questions)

Chapter 10 Ordinary Differential Equations (Example)

Chapter 10 Ordinary Differential Equations (Exercise 10.1)

Chapter 10 Ordinary Differential Equations (Exercise 10.2)

Chapter 10 Ordinary Differential Equations (Exercise 10.3)

Chapter 10 Ordinary Differential Equations (Exercise 10.4)

Chapter 10 Ordinary Differential Equations (Exercise 10.5)

Chapter 10 Ordinary Differential Equations (Exercise 10.6)

Chapter 10 Ordinary Differential Equations (Exercise 10.7)

Chapter 10 Ordinary Differential Equations (Exercise 10.8)

Chapter 10 Ordinary Differential Equations (Exercise 10.9 – 1 Mark Questions)

Chapter 11 Probability Distributions (Example)

Chapter 11 Probability Distributions (Exercise 11.1)

Chapter 11 Probability Distributions (Exercise 11.2)

Chapter 11 Probability Distributions (Exercise 11.3)

Chapter 11 Probability Distributions (Exercise 11.4)

Chapter 11 Probability Distributions (Exercise 11.5)

Chapter 11 Probability Distributions (Exercise 11.6 – 1 Mark Questions)

Chapter 12 Probability Distributions (Example)

Chapter 12 Probability Distributions (Exercise 12.1)

Chapter 12 Probability Distributions (Exercise 12.2)

Chapter 12 Probability Distributions (Exercise 12.3 – 1 Mark Questions)

1 Mark Questions (Self Practice Allotment)

Exam Questions Pattern

Exam Syllabus

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