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For IIT-JEE and EAMCET Aspirants.

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Course Syllabus
  • CHAPTER -1: Limits - 1.1 - Inrtoduction to Limits and Different methods to Extend Limits
  • 1.2 - Limits Extending to Infinite and L-Hospital Rules
  • 1.3 - Limits Converting to Infinite to Infinite Form
  • 1.4 - Problems on Limits-Part 1
  • 1.5 - Problems on Limits-Part 2
  • CHAPTER- 2: Continuity and Differentiability - 2.1: Introduction to Continuity and Its Properties
  • 2.2 - Types of Discontinuities and Conditions to Check
  • 2.3 - Introduction to Differentiability and Conditions to Check
  • 2.4 - MOD-X Differentiability
  • 2.5 - Problems on Differentiability
  • CHAPTER - 3: Differentiation - 3.1: Defination and Chain rule of Differentiation
  • 3.2: U/V Method and Implicit Function of Differentiation
  • 3.3: Defination Applying Logarithm
  • 3.4: Problems on Differentiation-Part 1
  • 3.5: Problems on Differentiation-Part 2
  • CHAPTER - 4: Derivatives and It's Applications - 4.1: Applications of Tangents and Normals
  • 4.2: Angle between two Curves
  • 4.3: Shortest Distance and Rolles Mean Value Theorem
  • 4.4 : Legranges and Cauchy's Mean Value Theorem
  • 4.5: Problems on Rolles and Legranges Theorems
  • 4.6: Introduction to Maxima and Minima
  • 4.7: Local Maxima - Minima and Problems
  • 4.8: Local Maxima and Minima using Second Derivative and Sign Test-Part-1
  • 4.9: Local Maxima and Minima using Second Derivative and Sign Test-Part-2
  • 4.10 : Local Maxima and Minima using Second Derivative and Sign Test-Part-3
  • 4.11: Global Maxima - Minima and Problems
  • CHAPTER - 5: Integrals and It's Applications - 5.1: Introduction to Indefinite Integration
  • 5.2 : Problems using Substitution Method
  • 5.3 : Formule for Integration by Parts and Problems
  • 5.4: Bi-Quadric Integration and Problems
  • 5.5: Integration with the help of Partial Fractions and problems
  • 5.6: More Problems on indefinite Integration
  • 5.7: Introduction to Definite Integration
  • 5.8 : Properties of Definite Integration and Problems-Part 1
  • 5.9 : Properties of Definite Integration and Problems-Part 2
  • 5.10: Even-Odd method of Definite Integration
  • 5.11 : Properties of Periodicity
  • 5.12 : Reduction Formule and Leibniz Rule
  • 5.13 : Concept of Areas and Problems
  • 5.14 : Different Problems of Areas-Part 1
  • 5.15 : Different Problems of Areas-Part 2
  • CHAPTER -6: Differential Equations - 6.1: Introduction and Variable Saparable Method of D.E
  • 6.2: Homogeneous Function of D.E and Problems
  • 6.3: Methods of Solving D.Es
  • 6.4: Linear D.E and Problems
  • 6.5 : Bernoulli's D.E and Problems
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