5.1 Introduction of Differential Calculus

5.2 Increasing and Decreasing Functions

5.3 Differentialting Polynomials (Integers)

5.4 Tangents and Normals

5.5 Integration, Area Between Curve

5.6 Differentiating Polynomials (Rational), chain, product, quotient

5.7 Sencond order Derivative

5.8 Max, Min, Optimisation, Inflection point

5.9 Kinematics

5.10 Indefinite Integration, Reverse Chain, Substitution

5.12 FIrst Principle, Higher order Derivatives

5.13 Limits and L'Hopitals

5.14 Implicit Function, Related Rate, Optimisation

5.15 Further Derivatives and Indefinite Integration

5.16 Integration by Substitution and by Parts

5.17 Volume of Revolution for x and y axis

5.18 Euler's method for 1st order DE