Optional Mathematics Class 9

Optional Math class 9 videos According to Curriculum Development Centre, Nepal

Intermediate 5 (6 Reviews ) 1498 Students enrolled
Last updated Sun, 24-Apr-2022 Nepali
What will I learn?
  • After Completion of this Course, Students will get complete knowledge of class 9 Optional Math and will be able to secure good score in final exam.

Curriculum for this course
372 Lessons 41h 0m
0. Introduction to Course
2 Lessons 8m
  • 1. Introduction to Course 2 Minutes Free
  • 2. Table of Content 5 Minutes Free
  • 1. Ordered Pairs
    • 1. Algebra Introduction 4 Minutes Free
    • 2. Ordered pairs 7 Minutes Free
    • 3. Equality of ordered pairs 3 Minutes Free
    • 4. Example 1 (Ordered pairs) 2 Minutes Free
    • 5. Example 2 (Ordered pairs) 5 Minutes Free
    2. Cartesian Product
    • 1. Cartesian product 5 Minutes Free
    • 2. Ways of representing cartesian product 7 Minutes Free
    • 3. Example 1 (Cartesian product) 2 Minutes Free
    • 4. Example 2 (Cartesian product) 3 Minutes
    • 5. Example 3 (Cartesian product) 2 Minutes
    • 6. Example 4 (Cartesian product) 4 Minutes
    3. Relation
    • 1. Relation 7 Minutes
    • 2. Example 1 (Relations) 4 Minutes
    • 3. Example 2 (Relations) 2 Minutes
    • 4. Ways of representing relations 6 Minutes
    • 5. Types of relation 6 Minutes
    • 6. Inverse relation 2 Minutes
    • 7. Example 3 (Relations) 3 Minutes
    • 8. Example 4 (Relations) 1 Minutes
    • 9. Example 5 (Relations) 2 Minutes
    • 10. Example 6 (Relations) 4 Minutes
    • 11. Example 7 (Relations) 3 Minutes
    4. Function
    • 1. Functions 11 Minutes
    • 2. Domain, range and co-domain of a function 7 Minutes
    • 3. Test of a function (Vertical line test) 9 Minutes
    • 4. Example 1 (Functions) 3 Minutes
    • 5. Example 2 (Functions) 5 Minutes
    • 6. Representation of a Function 10 Minutes
    • 7. Types of function 6 Minutes
    • 8. Example 3 (Functions) 2 Minutes
    • 9. Example 4 (Functions) 3 Minutes
    • 10. Example 5 (Functions) 1 Minutes
    • 11. Example 6 (Functions) 3 Minutes
    • 12. Example 7 (Functions) 2 Minutes
    • 13. Example 8 (Functions) 3 Minutes
    • 14. Example 9 (Functions) 5 Minutes
    • 15. Example 10 (Functions) 6 Minutes
    • 16. Example 11 (Functions) 7 Minutes
    • 17. Example 12 (Functions) 3 Minutes
    • 18. Example 13 (Functions) 4 Minutes
    5. Polynomials
    • 1. Polynomials( Introduction) 13 Minutes
    • 2. Example 1 (Polynomials) 4 Minutes
    • 3. Example 2 (Polynomials) 4 Minutes
    • 4. Example 3 (Polynomials) 9 Minutes
    • 5. Addition of polynomials 3 Minutes
    • 6. Properties of sum of polynomials 4 Minutes
    • 7. Difference of two polynomials 4 Minutes
    • 8. Example 1 (Polynomials) 6 Minutes
    • 9. Example 2 (Polynomials) 2 Minutes
    • 10. Example 3 (Polynomials) 7 Minutes
    • 11. Example 4 (Polynomials) 13 Minutes
    • 12. Multiplication of polynomials 7 Minutes
    • 13. Properties of product of polynomials 5 Minutes
    • 14. Example 1 (Product of polynomials) 3 Minutes
    • 15. Example 2 (Product of polynomials) 3 Minutes
    • 16. Division of polynomials 10 Minutes
    • 17. Example 1 (Division of polynomials) 4 Minutes
    • 18. Example 2 (Division of polynomials) 6 Minutes
    • 19. Example 3 (Division of polynomials) 5 Minutes
    6. Sequence and Series
    • 1. Sequence 7 Minutes
    • 2. General term of sequence 7 Minutes
    • 3. General term of quadratic sequence 11 Minutes
    • 4. Series 3 Minutes
    • 5. Example 1 (Sequence and series) 4 Minutes
    • 6. Example 2 (Sequence and series) 8 Minutes
    • 7. Example 3 (Sequence and series) 10 Minutes
    • 8. Example 4 (Sequence and series) 4 Minutes
    • 9. Example 5 (Sequence and series) 4 Minutes
    • 10. Example 6 (Sequence and series) 7 Minutes
    • 11. Example 7 (Sequence and series) 3 Minutes
    • 12. Sigma notation 4 Minutes
    • 13. Example 1 (Sigma notation) 2 Minutes
    • 14. Example 2 (Sigma notation) 2 Minutes
    • 15. Example 3 (Sigma notation) 6 Minutes
    • 16. Example 4 (Sigma notation) 4 Minutes
  • 1. Limit and Continuity (Introduction) 4 Minutes
  • 2. Power of calculus 12 Minutes
  • 3. Concept of limit by the concept of sequence of numbers 9 Minutes
  • 4. Example 1 (3. Concept of limit by the concept of sequence of numbers) 2 Minutes
  • 5. Example 2 (3. Concept of limit by the concept of sequence of numbers) 4 Minutes
  • 6. Concept of limit by the concept of sequence diagrams 11 Minutes
  • 7. Example 1 (Concept of limit by the concept of sequence diagrams) 4 Minutes
  • 8. Example 2 (Concept of limit by the concept of sequence diagrams) 8 Minutes
  • 9. Concept of limit by the sum of infinite series 22 Minutes
  • 10. Example 1 (Concept of limit by the sum of infinite series) 5 Minutes
  • 11. Example 2 (Concept of limit by the sum of infinite series) 5 Minutes
  • 12. Example 3 (Concept of limit by the sum of infinite series) 9 Minutes
  • 13. Limiting value of a function 12 Minutes
  • 14 Part 2 Limits (Demonstration) converted_1 15 Minutes
  • 15. Example 1 (Limiting value of a function) 5 Minutes
  • 16. Example 2 (Limiting value of a function) 6 Minutes
  • 17. Example 3 (Limiting value of a function) 3 Minutes
  • 18. Notational representation of limit 2 Minutes
  • 19. Example 1 (Notational representation of limit) 2 Minutes
  • 1. Matrix (Syllabus) 2 Minutes
  • 2. Matrix (Introduction) 8 Minutes
  • 3. Example 1 (Matrix) 2 Minutes
  • 4. Example 2 (Matrix) 4 Minutes
  • 5. Example 3 (Matrix) 5 Minutes
  • 6. Special types of matrices 23 Minutes
  • 7. Example 1 (Special matrices) 6 Minutes
  • 8. Example 2 (Special matrices) 4 Minutes
  • 9. Example 3 (Special matrices) 12 Minutes
  • 10. Operation on matrices(Addition ) 6 Minutes
  • 11. Subtraction and Addiive inverse 6 Minutes
  • 12. Example 1 (Addition and subtraction of matrices) 3 Minutes
  • 13. Example 2 (Addition and subtraction of matrices) 6 Minutes
  • 14. Properties of matrix addition 11 Minutes
  • 15. Transpose of Matrix 3 Minutes
  • 16. Example 1 (Properties of matrix addition) 3 Minutes
  • 17. Example 2 (Properties of matrix addition) 3 Minutes
  • 18. Example 3 (Properties of matrix addition) 4 Minutes
  • 19. Example 4 (Properties of matrix addition) 5 Minutes
  • 20. Example 5 (Properties of matrix addition) 6 Minutes
  • 21. Scalar multiplication of matrices 3 Minutes
  • 22. Matrix multiplication 15 Minutes
  • 23. Example 1 (Multiplication of matrices) 2 Minutes
  • 24. Example 2 (Multiplication of matrices) 4 Minutes
  • 25. Example 3 (Multiplication of matrices) 4 Minutes
  • 26. Example 4 (Multiplication of matrices) 4 Minutes
  • 27. Example 5 (Multiplication of matrices) 6 Minutes
  • 28. Properties of matrix multiplication 15 Minutes
  • 29. Example 1 (Properties of matrix multiplication) 2 Minutes
  • 30. Example 2 (Properties of matrix multiplication) 4 Minutes
  • 31. Example 3 (Properties of matrix multiplication) 5 Minutes
  • 32. Example 4 (Properties of matrix multiplication) 3 Minutes
  • 33. Example 5 (Properties of matrix multiplication) 3 Minutes
  • 1. Section Formula
    • 1. Co-ordinate geometry(Syllabus) 4 Minutes
    • 2. Section formula 5 Minutes
    • 3. Internal division 17 Minutes
    • 4. Mid-point Formula 4 Minutes
    • 5. External division 14 Minutes
    • 6. Centroid Formula 13 Minutes
    • 7. Example 1 (Section formula) 5 Minutes
    • 8. Example 2 (Section formula) 4 Minutes
    • 9. Example 3 (Section formula) 3 Minutes
    • 10. Example 4 (Section formula) 4 Minutes
    • 11. Example 5 (Section formula) 10 Minutes
    • 12. Example 6 (Section formula) 11 Minutes
    • 13. Example 7 (Section formula) 8 Minutes
    • 14. Example 8 (Section formula) 8 Minutes
    • 15. Example 9 (Section formula) 14 Minutes
    2. Locus
    • 1. Locus 14 Minutes
    • 2. Example 1 (Locus) 6 Minutes
    • 3. Example 2 (Locus) 5 Minutes
    • 4. Example 3 (Locus) 7 Minutes
    • 5. Example 4 (Locus) 7 Minutes
    • 6. Example 5 (Locus) 8 Minutes
    • 7. Example 6 (Locus) 7 Minutes
    • 8. Example 7 (Locus) 13 Minutes
    • 9. Example 8 (Locus) 6 Minutes
    3. Equation of Line
    • 1. Basic concepts 16 Minutes
    • 2. Slope of a line joining two points 6 Minutes
    • 3. Example 1 (Basic Concepts) 2 Minutes
    • 4. Example 2 (Basic Concepts) 4 Minutes
    • 5. Example 3 (Basic Concepts) 4 Minutes
    • 6. Example 4 (Basic Concepts) 6 Minutes
    • 7. Slope-intercept form of line 7 Minutes
    • 8. Example 1 (Slope-intercept form) 6 Minutes
    • 9. Example 2 (Slope-intercept form) 5 Minutes
    • 10. Example 3 (Slope-intercept form) 6 Minutes
    • 11. Double-intercept form 7 Minutes
    • 12. Example 1 (Double-intercept form) 7 Minutes
    • 13. Example 2 (Double-intercept form) 4 Minutes
    • 14. Example 3 (Double-intercept form) 3 Minutes
    • 15. Example 4 (Double-intercept form) 5 Minutes
    • 16. Example 5 (Double-intercept form) 6 Minutes
    • 17. Example 6 (Double-intercept form) 11 Minutes
    • 18. Normal form of straight line 10 Minutes
    • 19. Example 1 (Normal form) 4 Minutes
    • 20. Example 2 (Normal form) 6 Minutes
    • 21. Example 3 (Normal form) 5 Minutes
    • 22. Example 4 (Normal form) 8 Minutes
    • 23. General equation of first degree in two variables 7 Minutes
    • 24. Reduction to Slope-intercept form 7 Minutes
    • 25. Reduction to Double-intercept form 5 Minutes
    • 26. Reduction to Normal form 10 Minutes
    • 27. Example 1 (Reduction of general equation) 2 Minutes
    • 28. Example 2 (Reduction of general equation) 2 Minutes
    • 29. Example 3 (Reduction of general equation) 13 Minutes
    • 30. Example 4 (Reduction of general equation) 7 Minutes
    • 31. Example 5 (Reduction of general equation) 4 Minutes
    • 32. Example 6 (Reduction of general equation) 7 Minutes
    • 33. Distance between a point and a line 15 Minutes
    • 34. Distance between parallel lines 11 Minutes
    • 35. Example 1 (Distance between a point and a line) 3 Minutes
    • 36. Example 2 (Distance between a point and a line) 8 Minutes
    • 37. Example 3 (Distance between parallel lines) 3 Minutes
    • 38. Example 4 (Distance between parallel lines) 4 Minutes
    • 39. Point-slope form 6 Minutes
    • 40. Two-point form 7 Minutes
    • 41. Example 1 (Point slope form) 2 Minutes
    • 42. Example 2 (Point-slope form) 4 Minutes
    • 43. Example 3 (Two-point form) 3 Minutes
    • 44. Example 4 (Two-point form) 4 Minutes
    • 45. Example 5 (Two-point form) 4 Minutes
    • 46. Example 6 (Two-point form) 6 Minutes
    4. Area
    • 1. Area of triangle 21 Minutes
    • 2. Area of quadrilateral 8 Minutes
    • 3. Example 1 (Area of triangle) 4 Minutes
    • 4. Example 2 (Area of triangle) 6 Minutes
    • 5. Example 3 (Area of triangle) 4 Minutes
    • 6. Example 4 (Area of quadrilateral) 3 Minutes
    • 7. Example 5(Area of quadrilateral) 4 Minutes
    • 8. Example 6 (Area of triangle) 6 Minutes
    • 9. Example 7 (Area of triangle) 10 Minutes
    1. Angles
    • 0. Trigonometry Syllabus Introduction 3 Minutes
    • 1. Angles 6 Minutes
    • 2. Sexagesimal system 7 Minutes
    • 3. Centesimal system 5 Minutes
    • 4. Relationship between degree and grade system 3 Minutes
    • 5. Example 1 (Degree and grade system) 3 Minutes
    • 6. Example 2 (Degree and grade system) 4 Minutes
    • 7. Example 3 (Degree and grade system) 9 Minutes
    • 8. Example 4 (Degree and grade system) 1 Minutes
    • 9. Example 5 (Degree and grade system) 1 Minutes
    • 10. Example 6 (Degree and grade system) 7 Minutes
    • 11. Example 7 (Degree and grade system) 5 Minutes
    • 12. Example 8 (Degree and grade system) 4 Minutes
    • 13. Example 9 (Degree and grade system) 4 Minutes
    • 14. Example 10 (Degree and grade system) 3 Minutes
    • 15. Circular measure 12 Minutes
    • 16. Relation among degree, grade and radian system 5 Minutes
    • 17. Example 1 (Radian measure) 3 Minutes
    • 18. Example 2 (Radian measure) 1 Minutes
    • 19. Example 3 (Radian measure) 1 Minutes
    • 20. Example 4 (Radian measure) 1 Minutes
    • 21. Example 5 (Radian measure) 5 Minutes
    • 22. Example 6 (Radian measure) 6 Minutes
    • 23. Example 7 (Radian measure) 7 Minutes
    • 24. Example 8 (Radian measure) 4 Minutes
    • 25. Relation between radius, arc-length and central angle 11 Minutes
    • 26. Example 1 (Relation between radius, arc-length and central angle) 4 Minutes
    • 27. Example 2 (Relation between radius, arc-length and central angle) 8 Minutes
    • 28. Example 3 (Relation between radius, arc-length and central angle) 10 Minutes
    2. Introduction to Trigonometric Ratios
    • 1. Trigonometry (Introduction) 17 Minutes
    • 2. Reciprocal relations 8 Minutes
    • 3. Quotient relations 9 Minutes
    • 4. Pythagorean relations 11 Minutes
    • 5. Operation of Trigonometric ratios 14 Minutes
    • 6. Trigonometric Identities 9 Minutes
    • 7. Example 1 (Trigonometric ratios) 5 Minutes
    • 8. Example 2 (Trigonometric ratios) 9 Minutes
    • 9. Example 3 (Trigonometric ratios) 11 Minutes
    • 10. Example 4 (Trigonometric ratios) 7 Minutes
    • 11. Example 5 (Trigonometric ratios) 6 Minutes
    • 12. Example 6 (Trigonometric ratios) 6 Minutes
    • 13. Example 7 (Trigonometric ratios) 7 Minutes
    • 14. Example 8 (Trigonometric ratios) 4 Minutes
    • 15. Example 9 (Trigonometric ratios) 5 Minutes
    • 16. Example 10 (Trigonometric ratios) 7 Minutes
    3. Conversion of trigonometric ratios
    • 1. Conversion of trigonometric ratios 6 Minutes
    • 2. Example 1 (Conversion of trigonometric ratios) 4 Minutes
    • 3. Example 2 (Conversion of trigonometric ratios) 3 Minutes
    • 4. Example 3 (Conversion of trigonometric ratios) 4 Minutes
    • 5. Example 4 (Conversion of trigonometric ratios) 7 Minutes
    • 6. Example 5 (Conversion of trigonometric ratios) 5 Minutes
    • 7. Example 6 (Conversion of trigonometric ratios) 4 Minutes
    • 8. Example 7 (Conversion of trigonometric ratios) 6 Minutes
    4. Trigonometric ratios of standard angles
    • 1. Trigonometric ratios of standard angles 23 Minutes
    • 2. Example 1 (Trigonometric ratios of standard angles) 1 Minutes
    • 3. Example 2 (Trigonometric ratios of standard angles) 4 Minutes
    • 4. Example 3 (Trigonometric ratios of standard angles) 2 Minutes
    • 5. Example 4 (Trigonometric ratios of standard angles) 2 Minutes
    • 6. Example 5 (Trigonometric ratios of standard angles) 3 Minutes
    5. Trigonometric ratios of complementary angles
    • 1. Trigonometric ratios of complementary angles 8 Minutes
    • 2. Example 1 (Trigonometric ratios of complementary angles) 3 Minutes
    • 3. Example 2 (Trigonometric ratios of complementary angles) 4 Minutes
    • 4. Example 3 1 Minutes
    • 5. Example 4 3 Minutes
    • 6. Example 5 (Trigonometric ratios of complementary angles) 3 Minutes
    • 7. Example 6 (Trigonometric ratios of complementary angles) 2 Minutes
    • 8. Example 7 (Trigonometric ratios of complementary angles) 2 Minutes
    • 9. Example 8 (Trigonometric ratios of complementary angles) 3 Minutes
    • 10. Example 9 (Trigonometric ratios of complementary angles) 3 Minutes
    6. Trigonometric ratio of any angle
    • 1. Trigonometric ratio of any angle (90±θ) and (270±θ) 24 Minutes
    • 2. Trigonometric ratio of any angle (180±θ) and (360±θ) 20 Minutes
    • 3. Constructing trigonometric table 21 Minutes
    • 4. Example 1 (Trigonometric ratio of any angle) 8 Minutes
    • 5. Example 2 (Trigonometric ratio of any angle) 5 Minutes
    • 6. Example 3 (Trigonometric ratio of any angle) 6 Minutes
    • 7. Example 4 (Trigonometric ratio of any angle) 3 Minutes
    • 8. Example 5 (Trigonometric ratio of any angle) 3 Minutes
    • 9. Example 6 (Trigonometric ratio of any angle) 4 Minutes
    7. Compound angle
    • 1. Compound angle 10 Minutes
    • 2. Compound angle (continued) 9 Minutes
    • 3. Example 1 (Compound angle) 6 Minutes
    • 4. Example 2 (Compound angle) 5 Minutes
    • 5. Example 3 (Compound angle) 1 Minutes
    • 6. Example 4 (Compound angle) 7 Minutes
    • 7. Example 5 (Compound angle) 4 Minutes
    • 8. Example 6 (Compound angle) 4 Minutes
    • 9. Example 7 (Compound angle) 5 Minutes
    • 10. Example 8 (Compound angle) 5 Minutes
    • 11. Example 9 (Compound angle) 5 Minutes
    • 12 example 10(Compound angle) 7 Minutes
  • 1. Vectors Table of content 2 Minutes
  • 2. Introduction to vectors 16 Minutes
  • 3. Example 1 (Vectors) 4 Minutes
  • 4. Example 2 (Vectors) 4 Minutes
  • 5. Example 3 (Vectors) 2 Minutes
  • 6. Example 4 (Vectors) 4 Minutes
  • 7. Magnitude and direction of vectors 13 Minutes
  • 8. Some types of vectors 7 Minutes
  • 9. Position vector 5 Minutes
  • 10. Example 1 (Magnitue and direction of vectors) 2 Minutes
  • 11. Example 2 (Magnitue and direction of vectors) 5 Minutes
  • 12. Example 3 (Magnitue and direction of vectors) 5 Minutes
  • 13. Example 4 (Magnitue and direction of vectors) 6 Minutes
  • 14 Vector magnitude demonstration 17 Minutes
  • 15. Operation on vectors (Addition and subtration of vectors) 17 Minutes
  • 16. Operation on vectors (Multiplication of vectors) 2 Minutes
  • 17. Addition of vector Demonstration 17 Minutes
  • 18. Example 1(Operation on vectors) 3 Minutes
  • 19. Example 2 (Operation on vectors) 2 Minutes
  • 20. Example 3 (Operation on vectors) 2 Minutes
  • 21. Example 4 (Operation on vectors) 3 Minutes
  • 22. Example 5 (Operation on vectors) 4 Minutes
  • 23. Example 6 (Operation on vectors) 2 Minutes
  • 24. Example 7 (Operation on vectors) 4 Minutes
  • 25. Example 8 (Operation on vectors) 4 Minutes
  • 26. Example 9 (Operation on vectors) 5 Minutes
  • 1. Translation
    • 1. Transformation Syllabus 4 Minutes
    • 2. Introduction 9 Minutes
    • 3. Translation (Using graphical method) 7 Minutes
    • 4. Translation (Using coordinates) 5 Minutes
    • 5. Example 1 (Translation) 4 Minutes
    • 6. Example 2 (Translation) 3 Minutes
    • 7. Example 3 (Translation) 4 Minutes
    • 8. Translation Demonstration 12 Minutes
    2. Reflection
    • 1. Reflection (Using graphical method) 9 Minutes
    • 2. Reflection (Using cooerdinates) 16 Minutes
    • 3. Example 1 (Reflection) 4 Minutes
    • 4. Example 2 (Reflection) 10 Minutes
    • 5. Example 3 (Reflection) 3 Minutes
    • 6. Reflection Demonstration 12 Minutes
    3. Rotation
    • 1. Rotation (Graphical method) 9 Minutes
    • 2. Rotation (Using co-ordinates) 22 Minutes
    • 3. Example 1 (Rotation) 6 Minutes
    • 4. Example 2 (Rotation) 9 Minutes
    • 5. Rotation Demonstration 17 Minutes
    4. Enlargement
    • 1. Enlargement(Graphical method) 8 Minutes
    • 2. Enlargement (Using co-ordinates) 6 Minutes
    • 3. Example 1 (Enlargement) 4 Minutes
    • 4. Example 2 (Enlargement) 5 Minutes
    • 5. Example 3 (Enlargement) 3 Minutes
    • 6. Enlargement demonstration 13 Minutes
    1. Partition Values
    • 1. Statistics Syllabus 3 Minutes
    • 2. Partition values(Quartiles) 12 Minutes
    • 3. Partition values(Deciles and percentiles) 4 Minutes
    • 4. Example 1 (Partition values) 5 Minutes
    • 5. Example 2(Partition values) 8 Minutes
    • 6. Example 3 (Partition values) 2 Minutes
    • 7. Example 4 (Partition values) 15 Minutes
    • 8. Example 5 (Partition values) 8 Minutes
    2. Dispersion
    • 1. Dispersion 12 Minutes
    • 2. Quartile deviation and its co-efficient 5 Minutes
    • 3. Example 1 (Quartile deviation) 6 Minutes
    • 4. Example 2 (Quartile deviation) 10 Minutes
    • 5. Example 3 (Quartile deviation) 4 Minutes
    • 6. Mean deviation and its coefficient 6 Minutes
    • 7. Example 1 (Mean deviation) 8 Minutes
    • 8. Example 2 (Mean deviation) 8 Minutes
    • 9. Example 3 (Mean deviation) 6 Minutes
    • 10. Example 4 (Mean deviation) 9 Minutes
    • 11. Standard deviation and its coefficient 9 Minutes
    • 12. Example 1 (Standard deviation) 8 Minutes
    • 13. Example 2 (Standard deviation) 7 Minutes
    • 14. Example 3 (Standard deviation) 8 Minutes
    • 15 Standard Deviation Demonstration 12 Minutes
    Requirements
    • Students are required to have sound knowledge of Class 8 optional math , based on CDC curriculum.
    Description

    The videos herein are strictly based on Nepal CDC curriculum, promoting e-Learning in Nepal and are made with intention to provide guidance to the Class 9 students, for securing good score in finals. The course tries to cover all the basics of Algebra, Limit & Continuity, Matrix, Co-ordinate Geometry ,Trigonometry, Vector and Transformation along with solution of most frequently asked questions with fundamental theories and numerical needed for completing Class 9's Optional Math. We strongly believe that, viewers will be benefited from these videos and the thirst of curiosity of viewers will be quenched! Feedbacks and suggestion to improve are always welcome and highly appreciated!

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