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Differential Calculus
01. Function & Derivative of a Function
02. Derivative of x power n (x^n)
03. Derivative of sin x & sin ax
04. Differentiation of cos x & cos ax
05. Differentiation Rules | Sum Rule
06. Differentiation Rules | Product Rule
07. Product Rule | Example 01
08. Product Rule | Example 02
09. Product Rule | Example 03
10. Product Rule | Example 04
11. Quotient Rule
12. Quotient Rule | Example 01
13. Quotient Rule | Example 02
14. Quotient Rule | Example 03
15. Quotient Rule | Example 04
16. Chain Rule
17. Chain Rule | Example 01
18. Chain Rule | Example 02
19. Chain Rule | Example 03
20. Chain Rule | Example 04
Integral Calculus
01. Integration - Introduction
02. Integration as Anti-derivative
03. Constant Multiple Rule
04. Sum & Difference Rule
05. Substitution Rule
06. Substitution Rule - Example 01
07. Substitution Rule - Example 02
08. Substitution Rule - Example 03
09. Substitution Rule - Example 04
10. Definite Integrals
Vectors
01. Vectors | Geometrical Representation | Vector Sum
02. Vector Sum | Parallelogram Law of Vector Addition
03. Vector Difference | Paralleogram Law of Vector Subtraction
04. Dot Product of 2 Vectors
05. Magnitude of the Sum of 2 Vectors | Product Method
06. Magnitude of the Difference in 2 Vectors | Product Method
07. Square of a Vector | Cross Product
08. Angle bt. 2 Vectors if the Magnitudes of Sum & Difference are Same
08. Change in Magnitude of a Vector if it is Roated
09. Angle bt. 2 Vectors if the Magnitude of the Sum is Sum of the Magnitudes
10. Angle bt. 2 Vectors if the Magnitudes of the Sum & Difference are Same.
11. Practice PYQ | 01 | Vectors
12. Practice PYQ | 02 | Vectors
13. Practice PYQ | 03 | Vectors
14. Practice PYQ | 04 | Vectors
15. Practice PYQ | 05 | Vectors
Trigonometry
01. Half Angle Trigonometric Identities
02. Sine Rule
03. Lami's Theorem
04. Application of Lami's Theorem | Example 01
05. Application of Lami's Theorem | Example 02