# Optional Mathematics Class 10

Optional Math class 10 videos According to Curriculum Development Centre, Nepal Designed for SEE Students.

Intermediate 5 (21 Reviews ) 2845 Students enrolled
Last updated Thu, 11-Aug-2022 Nepali
What will I learn?
• After Completion of this Course, Students will get complete knowledge of class 10 Optional Maths and will be able to secure good score in SEE exam.

Curriculum for this course
488 Lessons 52h 52m
0. Course Intro
2 Lessons 10m
• 1. Introduction to Optional Math 3 Minutes Free
• 2. Table of Content 7 Minutes Free
• 1. Functions
Algebraic functions
• 1.1.1. Functions(Introduction) 7 Minutes Free
• 1.1.2. Functions(Revision) 7 Minutes Free
• 1.1.3. Types of functions 11 Minutes Free
• 1.1.4. Algebraic functions 4 Minutes Free
• 1.1.5. Linear functions 6 Minutes Free
• 1.1.6. Linear functions(Demonstration) 11 Minutes Free
• 1.1.7. Constant function and Identity function 5 Minutes Free
• 1.1.8. Quadratic equations 5 Minutes Free
• 1.1.9. Quadratic functions(Demonstration) 4 Minutes
• 1.1.10. Cubic function 5 Minutes
• 1.1.11. Cubic functions(Demonstration) 5 Minutes
• 1.1.12. Trigonometric functions 4 Minutes
• 1.1.13. Unit circle 3 Minutes
• 1.1.14. Drawing graph of sin x 7 Minutes
• 1.1.15. Drawing graph of cos x 7 Minutes
• 1.1.16. Drawing graph of tan x 13 Minutes
Composite functions
• 1. 2. 1. Composite Functions 6 Minutes
• 1. 2. 2. Example 1(Composite functions) 5 Minutes
• 1. 2. 3. Example 2(Composite functions) 8 Minutes
• 1. 2. 4. Example 3(Composite functions) 8 Minutes
• 1. 2. 5. Example 4(Composite functions) 3 Minutes
• 1. 2. 6. Example 5(Composite functions) 5 Minutes
• 1. 2. 7. Example 6(Composite functions) 6 Minutes
• 1. 2. 8. Example 7(Composite functions) 5 Minutes
• 1. 2. 9. Example 8(Composite functions) 5 Minutes
• 1. 2. 10. Example 9(Composite functions) 8 Minutes
• 1. 2. 11. Example 10(Composite functions) 4 Minutes
• 1. 2. 12. Example 11(Composite functions) 3 Minutes
• 1. 2. 13. Example 12(Composite functions) 5 Minutes
Inverse functions
• 1. 3. 1. Inverse functions 8 Minutes
• 1. 3. 2. Example 1(Inverse functions) 6 Minutes
• 1. 3. 3. Example 2(Inverse functions) 9 Minutes
• 1. 3. 4. Example 3(Inverse functions) 4 Minutes
• 1. 3. 5. Example 4(Inverse functions) 2 Minutes
• 1. 3. 6. Example 5(Inverse functions) 5 Minutes
• 1. 3. 7. Example 6(Inverse functions) 4 Minutes
• 1. 3. 8. Example 7(Inverse functions) 4 Minutes
• 1. 3. 9. Example 8(Inverse functions) 5 Minutes
• 1. 3. 10. Example 9(Inverse functions) 3 Minutes
• 1. 3. 11. Example 10(Inverse functions) 5 Minutes
2. Polynomials
• 2. 1. Polynomials 9 Minutes
• 2. 2. Division of polynomials(Long division) 10 Minutes
• 2. 3. Example 1(Division of polynomials) 10 Minutes
• 2. 4. Example 2(Division of polynomials) 7 Minutes
• 2. 5. Example 3(Division of polynomials) 4 Minutes
• 2. 6. Synthetic division 9 Minutes
• 2. 7. Example 1(Synthetic division) 5 Minutes
• 2. 8. Divisor of form (px-q) 3 Minutes
• 2. 9. Example 2(Synthetic division) 5 Minutes
• 2. 10. Example 3(Synthetic division) 3 Minutes
• 2. 11.Remainder Theorem 7 Minutes
• 2. 12. Example 1(Remainder Theorem) 2 Minutes
• 2. 13. Example 2(Remainder Theorem) 3 Minutes
• 2. 14. Example 3(Remainder Theorem) 2 Minutes
• 2. 15. Example 4(Remainder Theorem) 3 Minutes
• 2. 16. Factor theorem 4 Minutes
• 2. 17. Example 1(Factor Theorem) 3 Minutes
• 2. 18. Example 2(Factor Theorem) 4 Minutes
• 2. 19. Example 3(Factor Theorem) 5 Minutes
• 2. 20. Example 4(Factor Theorem) 3 Minutes
• 2. 21. Polynomial equation 4 Minutes
• 2. 22. Example 1(Polynomial equation) 11 Minutes
• 2. 23. Example 2(Polynomial equation) 10 Minutes
• 2. 24. Example 3(Polynomial equation) 7 Minutes
• 2. 25. Example 4(Polynomial equation) 7 Minutes
3. Arithmetic sequence
• 3. 1. Arithmetic sequence and series 9 Minutes
• 3. 2. Example 1(Arithmetic sequence and series) 2 Minutes
• 3. 3. Example 2(Arithmetic sequence and series) 2 Minutes
• 3. 4. Example 3(Arithmetic sequence and series) 2 Minutes
• 3. 5. Example 4(Arithmetic sequence and series) 5 Minutes
• 3. 6. Example 5(Arithmetic sequence and series) 5 Minutes
• 3. 7. Example 6(Arithmetic sequence and series) 6 Minutes
• 3. 8. Example 7(Arithmetic sequence and series) 6 Minutes
• 3. 9. Example 8(Arithmetic sequence and series) 3 Minutes
• 3. 10. Example 9(Arithmetic sequence and series) 7 Minutes
• 3. 11. Example 10(Arithmetic sequence and series) 5 Minutes
• 3. 12. Arithmetic mean 6 Minutes
• 3. 13. Example 1(Arithmetic mean) 1 Minutes
• 3. 14. Example 2(Arithmetic mean) 3 Minutes
• 3. 15. Example 3(Arithmetic mean) 3 Minutes
• 3. 16. Example 4(Arithmetic mean) 6 Minutes
• 3. 17. Example 5(Arithmetic mean) 4 Minutes
• 3. 18. Arithmetic Sum 10 Minutes
• 3. 19. Sum of first n Natural numbers, Even numbers and odd numbers 8 Minutes
• 3. 20. Example 1(Arithmetic sum) 3 Minutes
• 3. 21. Example 2(Arithmetic sum) 3 Minutes
• 3. 22. Example 3(Arithmetic sum) 4 Minutes
• 3. 23. Example 4(Arithmetic sum) 7 Minutes
• 3. 24. Example 5(Arithmetic sum) 6 Minutes
• 3. 25. Example 6(Arithmetic sum) 3 Minutes
• 3. 26. Example 7(Arithmetic sum) 5 Minutes
• 3. 27. Example 8(Arithmetic sum) 4 Minutes
• 3. 28. Example 9(Arithmetic sum) 5 Minutes
4. Geometric sequence
• 4. 1. Geometric sequence and series 7 Minutes
• 4. 2. Example 1(Geometric sequence) 2 Minutes
• 4. 3. Example 2(Geometric sequence) 2 Minutes
• 4. 4. Example 3(Geometric sequence) 3 Minutes
• 4. 5. Example 4(Geometric sequence) 4 Minutes
• 4. 6. Example 5(Geometric sequence) 9 Minutes
• 4. 7. Example 6(Geometric sequence) 2 Minutes
• 4. 8. Example 7(Geometric sequence) 4 Minutes
• 4. 9. Example 8(Geometric sequence) 8 Minutes
• 4. 10. Geometric mean 5 Minutes
• 4. 11. Example 1 (Geometric mean) 1 Minutes
• 4. 12. Example 2 (Geometric mean) 3 Minutes
• 4. 13. Example 3 (Geometric mean) 3 Minutes
• 4. 14. Example 4 (Geometric mean) 6 Minutes
• 4. 15. Example 5 (Geometric mean) 4 Minutes
• 4. 16. Geometric sequence and series 11 Minutes
• 4. 17. Example 1(Geometric sum) 6 Minutes
• 4. 18. Example 2(Geometric sum) 2 Minutes
• 4. 19. Example 3(Geometric sum) 2 Minutes
• 4. 20. Example 4(Geometric sum) 2 Minutes
• 4. 21. Example 5(Geometric sum) 4 Minutes
• 4. 22. Example 6(Geometric sum) 5 Minutes
• 4. 23. Example 7(Geometric sum) 5 Minutes
• 4. 24. Example 8(Geometric sum) 3 Minutes
• 4. 25. Example 9(Geometric sum) 3 Minutes
• 4. 26. Example 10(Geometric sum) 5 Minutes
• 4. 27. Example 11(Geometric sum) 6 Minutes
5. System of linear inequalities and Linear programming
• 5. 1. System of linear inequalities 11 Minutes
• 5. 2. Example 1(System of linear inequalities) 9 Minutes
• 5. 3. Example 2(System of linear inequalities) 6 Minutes
• 5. 4. Example 3(System of linear inequalities) 9 Minutes
• 5. 5. Example 4(System of linear inequalities) 6 Minutes
• 5. 6. Linear programming 6 Minutes
• 5. 7. Example 1(Linear programming) 22 Minutes
• 5. 8. Example 2(Linear programming) 13 Minutes
• 6. 1. Quadratic equation 15 Minutes
• 6. 2. Example 1(Quadratic equation) 7 Minutes
• 6. 3. Solution of Linear and quadratic equations(Example 1) 16 Minutes
• 6. 4. Example 2(Solution of Linear and quadratic equations) 16 Minutes
• 1. Limits and Continuity ( Introduction) 4 Minutes
• 2. Power of Calculus 7 Minutes
• 3. Numbers and discontinuity 11 Minutes
• 4. What are limits ? 9 Minutes
• 5. What are limits ? (Demonstration) 13 Minutes
• 6. Continuity and discontinuity in graph 15 Minutes
• 7. Interval notation and Set notation 8 Minutes
• 8. Example 1(Continuity) 3 Minutes
• 9. Example 2(Continuity) 2 Minutes
• 10. Example 3(Continuity) 1 Minutes
• 11. Example 4(Continuity) 6 Minutes
• 12. Example 5(Continuity) 6 Minutes
• 13. Example 6(Continuity) 5 Minutes
• 1. Matrix(Introduction) 2 Minutes
• 2. What are matrices ? 9 Minutes
• 3. Determinants 2 Minutes
• 4. Example 1 (Determinants) 1 Minutes
• 5. Example 2 (Determinants) 3 Minutes
• 6. Example 3 (Determinants) 1 Minutes
• 7. Example 4 (Determinants) 3 Minutes
• 8. Inverse matrix 15 Minutes
• 9. Example 1 (Inverse matrix) 2 Minutes
• 10. Example 2 (Inverse matrix) 10 Minutes
• 11. Example 3 (Inverse matrix) 9 Minutes
• 12. Solution of system of linear equations (Matrix method) 3 Minutes
• 13. Examples 1 (Solution of system of linear equations by Matrix method) 5 Minutes
• 14. Examples 2 (Solution of system of linear equations by Matrix method) 6 Minutes
• 15. Cramer's rule 4 Minutes
• 16. Example 1 (Cramer's rule) 4 Minutes
• 17. Example 2 (Cramer's rule) 5 Minutes
• 18. Example 3 (Cramer's rule) 5 Minutes
• 1. Angle between two lines
• 1. 1. Co-ordinate geometry (Introduction) 4 Minutes
• 1. 2. Angle between two lines 6 Minutes
• 1. 3. Example 1 (Angle between two lines) 5 Minutes
• 1. 4. Angle between two lines demonstration 8 Minutes
• 1. 5. Condition for perpendicular and parallel lines 5 Minutes
• 1. 6. Example 2 (Condition for perpendicular and parallel lines) 3 Minutes
• 1. 7. Example 3 (Condition for perpendicular and parallel lines) 2 Minutes
• 1. 8. Condition for perpendicula and parallel lines (Demostration) 8 Minutes
• 1. 9. Angle between lines given in general form(ax+by+c=0) 14 Minutes
• 1. 10. Example 4 (Angle between lines given in general form) 4 Minutes
• 1. 11. Example 5 (Angle between lines given in general form) 3 Minutes
• 1. 12. Example 6 (Angle between lines given in general form) 4 Minutes
• 1. 13. Angle between lines given in general form (Demostration) 8 Minutes
• 1. 14. Any line parallel and perpendicular to ax+by+c=0 10 Minutes
• 1. 15. Example 7 (Any line parallel and perpendicular to ax+by+c=0) 7 Minutes
• 1. 16. Example 8 (Any line parallel and perpendicular to ax+by+c=0) 4 Minutes
• 1. 17. Example 9 (Any line parallel and perpendicular to ax+by+c=0) 12 Minutes
2. Pair of straight lines
• 2. 1. Pair of straight lines 6 Minutes
• 2. 2. Pair of straight lines (Demonstration) 7 Minutes
• 2. 3. Homogeneous equation of second degree 9 Minutes
• 2. 4. Example 1 (Homogeneous equation of second degree) 5 Minutes
• 2. 5. Angles between the lines repesented by the homogeneous equation 9 Minutes
• 2. 6. Example 2 (Angles between the lines repesented by the homogeneous equation) 4 Minutes
• 2. 7. Angles between the lines repesented by the homogeneous equation (Demostration) 9 Minutes
• 2. 8. Condition for lines represented by homogeneous equation to be parallel and perpendicular 5 Minutes
• 2. 9. Example 3 (Condition for lines represented by homogeneous equation to be parallel and perpendicular) 2 Minutes
• 2. 10. Example 4 (Condition for lines represented by homogeneous equation to be parallel and perpendicular) 2 Minutes
• 2. 11. The single equation of lines perpendicular to the given lines represented by homogeneous equation 7 Minutes
• 2. 12. Example 5 (Co-ordinate geometry) 2 Minutes
• 2. 13. Example 6 (Co-ordinate geometry) 7 Minutes
• 2. 14. Example 7 (Co-ordinate geometry) 2 Minutes
• 2. 15. Example 8 (Co-ordinate geometry) 7 Minutes
• 2. 16. Example 9 (Co-ordinate geometry) 8 Minutes
3. Conic sections
• 3. 1. Conic section 6 Minutes
• 3. 2. Conic section (Demonstration) 24 Minutes
• 3. 3. Degenerated conics 2 Minutes
4. Circle
• 4. 1. Circle 4 Minutes
• 4. 2. Excercise 1 (Circle) 2 Minutes
• 4. 3. Equation of a circle centered at (h,k) and radius r 3 Minutes
• 4. 4. Example 2 (Circle) 4 Minutes
• 4. 5. Equation of circle whose end points of diameter are known 5 Minutes
• 4. 6. Example 3 (Circle) 3 Minutes
• 4. 7. General equation of circle 6 Minutes
• 4. 8. Example 4 (Circle) 4 Minutes
• 4. 9. Concentric circles 4 Minutes
• 4. 10. Example 5 (Circle) 4 Minutes
• 4. 11. Circle (Demonstration) 15 Minutes
• 4. 12. Example 6 (Circle) 6 Minutes
• 4. 13. Example 7 (Circle) 13 Minutes
• 4. 14. Example 8 (Circle) 10 Minutes
• 4. 15. Example 9 (Circle) 3 Minutes
• 4. 16. Example 10 (Circle) 4 Minutes
1. Multiple angles
• 1. 1. Trigonometric identities (Introduction) 4 Minutes
• 1. 2. Multiple angle formulas 10 Minutes
• 1. 3. Example 1 (Multiple angles) 7 Minutes
• 1. 4. Example 2 (Multiple angles) 3 Minutes
• 1. 5. Example 3(Multiple angles) 2 Minutes
• 1. 6. Example 4 (Multiple angles) 5 Minutes
• 1. 7. Example 5 (Multiple angles) 9 Minutes
• 1. 8. Example 6 (Multiple angles) 8 Minutes
• 1. 9. Example 7 (Multiple angles) 14 Minutes
• 1. 10. Example 8 (Multiple angles) 7 Minutes
• 1. 11. Example 9 (Multiple angles) 6 Minutes
• 1. 12. Example 10 (Multiple angles) 4 Minutes
2. Sub-multiple angles
• 2. 1. Sub-multiple angles 3 Minutes
• 2. 2. Example 1 (Sub-multiple angles) 3 Minutes
• 2. 3. Example 2 (Sub-multiple angles) 3 Minutes
• 2. 4. Example 3 (Sub-multiple angles) 3 Minutes
• 2. 5. Example 4 (Sub-multiple angles) 2 Minutes
• 2. 6. Example 5 (Sub-multiple angles) 2 Minutes
• 2. 7. Example 6 (Sub-multiple angles) 3 Minutes
• 2. 8. Example 7 (Sub-multiple angles) 3 Minutes
• 2. 9. Example 8 (Sub-multiple angles) 5 Minutes
• 2. 10. Example 9 (Sub-multiple angles) 4 Minutes
• 2. 11. Example 10 (Sub-multiple angles) 3 Minutes
3. Transformation of trigonometric identities
• 3. 1. Transformation of trigonometric identities 7 Minutes
• 3. 2. Example 1 (Transformation of trigonometric identities) 2 Minutes
• 3. 3. Example 2 (Transformation of trigonometric identities) 4 Minutes
• 3. 4. Example 3 (Transformation of trigonometric identities) 5 Minutes
• 3. 5. Example 4 (Transformation of trigonometric identities) 5 Minutes
• 3. 6. Example 5 (Transformation of trigonometric identities) 6 Minutes
• 3. 7. Example 6 (Transformation of trigonometric identities) 6 Minutes
• 3. 8. Example 7 (Transformation of trigonometric identities) 6 Minutes
• 3. 9. Example 8 (Transformation of trigonometric identities) 5 Minutes
• 3. 10. Example 9 (Transformation of trigonometric identities) 5 Minutes
4. Conditional Identities
• 4. 1. Conditional Identities 2 Minutes
• 4. 2. Example 1 (Conditional Identities) 12 Minutes
• 4. 3. Example 2 (Conditional Identities) 6 Minutes
• 4. 4. Example 3 (Conditional Identities) 5 Minutes
• 4. 5. Example 4 (Conditional Identities) 5 Minutes
• 4. 6. Example 5 (Conditional Identities) 8 Minutes
• 4. 7. Example 6 (Conditional Identities) 5 Minutes
• 4. 8. Example 7 (Conditional Identities) 6 Minutes
• 4. 9. Example 8 (Conditional Identities) 6 Minutes
• 4. 10. Example 9 (Conditional Identities) 7 Minutes
• 4. 11. Example 10 (Conditional Identities) 6 Minutes
5. Trigonometric equation
• 5. 1. Trigonometric equation 10 Minutes
• 5. 2. Example 1 (Trigonometric equation) 6 Minutes
• 5. 3. Example 2 (Trigonometric equation) 4 Minutes
• 5. 4. Example 3 (Trigonometric equation) 5 Minutes
• 5. 5. Example 4 (Trigonometric equation) 4 Minutes
• 5. 6. Example 5 (Trigonometric equation) 8 Minutes
• 5. 7. Example 6 (Trigonometric equation) 6 Minutes
• 5. 8. Example 7 (Trigonometric equation) 5 Minutes
• 5. 9. Example 8 (Trigonometric equation) 7 Minutes
6. Height and distance
• 6. 1. Height and distance 7 Minutes
• 6. 2. Example 1 (Height and distance 6 Minutes
• 6. 3. Example 2 (Height and distance 9 Minutes
• 6. 4. Example 3 (Height and distance 9 Minutes
• 6. 5. Example 4 (Height and distance 10 Minutes
• 6. 6. Example 5 (Height and distance 9 Minutes
• 6. 7. Example 6 (Height and distance 9 Minutes
• 6.8. Example 7 (Height and distance 11 Minutes
1. Scalar Product
• 1. 1. Vectors(Introduction) 6 Minutes
• 1. 2. Scalar product 15 Minutes
• 1. 3. Properties of scalar product 14 Minutes
• 1. 4. Angle between two vectors 14 Minutes
• 1. 5. Angle between two vectors(Demonstration) 20 Minutes
• 1. 6. Example 1 (Angle between two vectors) 5 Minutes
• 1. 7. Example 2 (Angle between two vectors) 4 Minutes
• 1. 8. Example 3 (Angle between two vectors) 3 Minutes
• 1. 9. Example 4 (Angle between two vectors) 1 Minutes
• 1. 10. Example 5 (Angle between two vectors) 5 Minutes
• 1. 11. Example 6 (Angle between two vectors) 3 Minutes
• 1. 12. Example 7 (Angle between two vectors) 4 Minutes
• 1. 13. Example 8 (Angle between two vectors) 4 Minutes
• 1. 14. Example 9 (Angle between two vectors) 2 Minutes
2. Vector geometry
• 2. 1. Vector Geometry (Theorem 1) 4 Minutes
• 2. 2. Vector Geometry (Theorem 2) 6 Minutes
• 2. 3. Vector Geometry (Theorem 3) 4 Minutes
• 2. 4. Vector Geometry (Theorem 4) 5 Minutes
• 2. 5. Vector Geometry (Theorem 5) 4 Minutes
• 2. 6. Example 1 (Vector Geometry) 3 Minutes
• 2. 7. Example 2 (Vector Geometry) 1 Minutes
• 2. 8. Example 3 (Vector Geometry) 2 Minutes
• 2. 9. Example 4 (Vector Geometry) 4 Minutes
• 2. 10. Example 5 (Vector Geometry) 3 Minutes
• 2. 11. Example 6 (Vector Geometry) 3 Minutes
• 2. 12. Example 7 (Vector Geometry) 2 Minutes
3. Theorems on triangles, quadrilaterals and semicircles
• 3. 1. Theorem 1 8 Minutes
• 3. 2. Theorem 2 (Theorems related to triangle) 8 Minutes
• 3. 3. Theorem 3 (Theorems related to triangle) 7 Minutes
• 3. 4. Theorem 4 11 Minutes
• 3. 5. Theorem 5 6 Minutes
• 3. 6. Theorem 6 6 Minutes
• 3. 7. Theorem 7 7 Minutes
• 3. 8. Theorem 8 6 Minutes
1. Combinantion of transformation
• 1. 1. Transformation (Introduction) 4 Minutes
• 1. 2. Transformation (Revision) 19 Minutes
• 1. 3. Combination of Translation 5 Minutes
• 1. 4. Combination of Reflection 7 Minutes
• 1. 5. Combination of Rotation 3 Minutes
• 1. 6. Combination of Enlargement 11 Minutes
• 1. 7. Example 1 (Combination of transformation) 10 Minutes
• 1. 8. Example 2 (Combination of transformation) 12 Minutes
• 1. 9. Example 3 (Combination of transformation) 8 Minutes
• 1. 10. Example 4 (Combination of transformation) 4 Minutes
• 1. 11. Example 5 (Combination of transformation) 7 Minutes
2. Inversion transformation and Inversion Circle
• 2. 1. Inversion transformation and Inversion Circle 8 Minutes
• 2. 2. Inversion point through a circle centered at origin and radius r 7 Minutes
• 2. 3. Inversion point through a circle centered at (h,k) and radius r 9 Minutes
• 2. 4. Example 1 (Inversion transformation and Inversion Circle) 2 Minutes
• 2. 5. Example 2 (Inversion transformation and Inversion Circle) 3 Minutes
• 2. 6. Example 3 (Inversion transformation and Inversion Circle) 4 Minutes
3. Transformation using matrices
• 3. 1. Transformation using matrices (Translation) 5 Minutes
• 3. 2. Transformation using matrices (Reflection, Rotation and Enlargement) 19 Minutes
• 3. 3. Rotation using Rotation matrix (Demonstration) 15 Minutes
• 3. 4. Example 1 (Transformation using matrices) 9 Minutes
• 3. 5. Example 2 (Transformation using matrices) 4 Minutes
• 3. 6. Example 3 (Transformation using matrices) 6 Minutes
• 3. 7. Example 4 (Transformation using matrices) 4 Minutes
1. Quartile deviation and its coefficient
• 1. 1. Statistics (Introduction) 5 Minutes
• 1. 2. Measures of Dispersion (Quartile deviation) 10 Minutes
• 1. 3. Example 1 (Quartile deviation) 14 Minutes
• 1. 4. Example 2 (Quartile deviation) 13 Minutes
• 1. 5. Example 3 (Quartile deviation) 13 Minutes
• 1. 6. Example 4 (Quartile deviation) 13 Minutes
2. Mean deviation
• 2. 1. Mean Deviation 8 Minutes
• 2. 2. Example 1 (Mean deviation from mean) 9 Minutes
• 2. 3. Example 2 (Mean deviation from median) 10 Minutes
• 2. 4. Example 3 (Mean deviation from median) 11 Minutes
3. Standard Deviation
• 3. 1. Standard deviation 14 Minutes
• 3. 2. Example 1 (Standard deviation) 12 Minutes
• 3. 3. Example 2 (Standard deviation) 12 Minutes
• 3. 4. Example 3 (Standard deviation) 14 Minutes
• 3. 5. Example 4 (Standard deviation) 6 Minutes
• 3. 6. Standard Deviation (Demonstration) 14 Minutes
2073 SEE RE-231
• Question 1 4 Minutes
• Question 2 3 Minutes
• Question 4 7 Minutes
• Question 5 9 Minutes
• Question 6 5 Minutes
• Question 7 4 Minutes
• Question 8 3 Minutes
• Question 9 4 Minutes
• Question 10 5 Minutes
• Question 11 3 Minutes
• Question 12 6 Minutes
• Question 13 4 Minutes
• Question 14 5 Minutes
• Question 15 3 Minutes
• Question 16 4 Minutes
• Question 17 5 Minutes
• Question 18 6 Minutes
• Question 19 5 Minutes
• Question 20 6 Minutes
• Question 21 4 Minutes
• Question 22 7 Minutes
• Question 23 3 Minutes
• Question 24 7 Minutes
• Question 25 4 Minutes
2074 SEE RE-231
• Question 1 5 Minutes
• Question 2 4 Minutes
• Question 3 5 Minutes
• Question 4 5 Minutes
• Question 5 5 Minutes
• Question 6 6 Minutes
• Question 7 5 Minutes
• Question 8 7 Minutes
• Question 9 5 Minutes
• Question 10 8 Minutes
• Question 11 7 Minutes
• Question 12 10 Minutes
• Question 13 5 Minutes
• Question 14 5 Minutes
• Question 15 8 Minutes
• Question 16 6 Minutes
• Question 17 6 Minutes
• Question 18 4 Minutes
• Question 19 5 Minutes
• Question 20 7 Minutes
• Question 21 3 Minutes
• Question 22 7 Minutes
• Question 23 3 Minutes
• Question 24 6 Minutes
• Question 25 4 Minutes
2074 SEE supplementary
• Question. 1 6 Minutes
• Question. 2 4 Minutes
• Question. 3 4 Minutes
• Question. 4 5 Minutes
• Question. 5 5 Minutes
• Question. 6 3 Minutes
• Question. 7 6 Minutes
• Question. 8 6 Minutes
• Question. 9 3 Minutes
• Question. 10 6 Minutes
• Question. 11 7 Minutes
• Question. 12 13 Minutes
• Question. 13 4 Minutes
• Question. 14 4 Minutes
• Question. 15 8 Minutes
• Question. 16 5 Minutes
• Question. 17 4 Minutes
• Question. 18 4 Minutes
• Question. 19 4 Minutes
• Question. 20 5 Minutes
• Question. 21 5 Minutes
• Question. 22 9 Minutes
• Question. 23 2 Minutes
• Question. 24 6 Minutes
• Question. 25 5 Minutes
2075 SEE supplementary SRE-231
• 1 5 Minutes
• 3 5 Minutes
• 4 6 Minutes
• 5 3 Minutes
• 6 4 Minutes
• 7 6 Minutes
• 8 5 Minutes
• 9 4 Minutes
• 10 4 Minutes
• 11 4 Minutes
• 12 8 Minutes
• 13 5 Minutes
• 14 4 Minutes
• 15 8 Minutes
• 16 6 Minutes
• 17 6 Minutes
• 18 6 Minutes
• 19 5 Minutes
• 20 6 Minutes
• 21 4 Minutes
• 22 7 Minutes
• 23 7 Minutes
• 24 6 Minutes
• 25 9 Minutes
2075 SEE
• Question 1 3 Minutes
• Question 2 3 Minutes
• Question 3 4 Minutes
• Question 4 6 Minutes
• Question 5 6 Minutes
• Question 6 4 Minutes
• Question 7 5 Minutes
• Question 8 4 Minutes
• Question 9 4 Minutes
• Question 10 6 Minutes
• Question 11 5 Minutes
• Question 12 8 Minutes
• Question 13 3 Minutes
• Question 14 6 Minutes
• Question 15 6 Minutes
• Question 16 6 Minutes
• Question 17 8 Minutes
• Question 18 8 Minutes
• Question 19 5 Minutes
• Question 20 5 Minutes
• Question 21 5 Minutes
• Question 22 6 Minutes
• Question 23 7 Minutes
• Question 24 5 Minutes
• Question 25 7 Minutes
Requirements
• Students are required to have sound knowledge of Class 9 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 SEE appearing students, for securing good score and crack SEE. The course tries to cover all the basics of Algebraic Function, Composite Function, Inverse Function and Polynomials. This course also comprises with Arithmetic Sequences, Limit and Continuity, Matric-ordinate Geometry Trigonometry, Vectors, Transformation and Statistics along with solution of most frequently asked questions in SEE with fundamental theories and numerical needed for completing Class 10'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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