Class 11 > MATHEMATICS
1.1. Definitions and Theorems
1.2. The Imaginary Unit
1.3. Polar Form of Complex Numbers
1.4. De Moivre's Theorem
1.5. Triangle Inequality
1.6. Geometrical Representation of Complex Numbers
1.7. Cube Roots of Unity
1.8. Conjugate of a Complex Number
1.9. Absolute Value of a Complex Number
1.10. Complex Numbers
1.11. Exercise 11.2 - Part I
1.12. Exercise 11.2 - Part II
1.13. Exercise 11.2 - Part III
1.14. Exercise 11.2 - Part IV
1.15. Exercise 11.3
1.16. Exercise 11.4 - Part I
1.17. Exercise 11.4 - Part II
1.1. Real Number and Its Type
1.2. Relation of Sets
1.3. Types of Statement
1.4. De Morgan's Law
1.1. Order Pair of Cartesian Product
1.2. Domain and Range
1.3. Domain & Range - Exercise
1.4. Domain and Range
1.5. Inverse Function
1.6. Relation, Function and Graph
2.11. Equation of Straight Line
3.1. Angle Between Lines
3.2. Equation of Straight Lines
3.3. Bisectors of the Angle Between Two Lines
3.4. Perpendicular Distance of a Point from a Line- Part1
3.5. Perpendicular Distance of a Point from a Line - Part2
3.6. Concurrencies (Part 2)
3.7. Exercise 13.1 - Part I
3.8. Exercise 13.3 - Part 1
3.9. Exercise 13.3 - Part 2
3.10. Exercise 13.3 - Part 3
3.12. Line Joining the Origin to Intersection of a Line and a Curve
5.1. Condition That the General Equation of 2nd Degree May Represent a Line
5.2. Bisectors of the Angles Between the Pair of Lines
5.3. Pair of Straight Lines
5.4. Analytical Geometry
6.1. Limit of a Function
6.2. Limit Theorem (Part 1)
6.3. Limits of Algebraic Function (Part 1)
6.4. Limit Theorem (Part 2)
6.5. Limits of Algebraic Function (Part 2)
6.6. Continuity
6.7. Product Rule & Quotient Rule of Differentiation
7.1. Definition and Its Types
8.1. Sketching of Rational Functions
9.1. Determinant
10.1. Inverse Circular Function (Part 1)
Condition That the General Equation of 2nd Degree May Represent a Line
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