Math. (I)
- .Introduction to complex numbers-Polar forms -De Moivres Theorem-n th root of complex numbers
- .Limit and continuity of functions -Continuity theorem- Intermediate value theorem
- .Derivative-Derivatives formula-Rolles theorem-Mean value theorem Primary functions
- .Application of Derivative- Related Problems- Extreme values-Cauchy and Hopital rules
- .Exponential function-Logarithm functions-Hyperbolic functions and its inverse
- .The Definite Integral- Mean Value theorem for Integral-The Fundamental Theorem of Calculus
- .Techniques of Integration-Integration by parts-Trigonometric substitutions-Partial fractions-Improper Integrals
- .Application of Definite Integral Areas of Surfaces of Revolution and Arc length
- .Sequence and Series- Convergence Tests -Absolute and Conditional convergence
- .Power Series-Radius of Convergence- Taylor Series and Applications