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Calculus
  • Part A: Limit
    • Lecture 1.1: Define function. Different types of function with examples
    • Lecture 1.2: Graphs of Function
      • Graphs of functions
    • Lecture 1.3: Limit, Limit of function using delta-epsilon
    • Lecture 1.4: Indeterminate Form
    • Lecture 1.5: Define Continuity and Differentiability. Problems of Continuity and Differentiability
      • Problem 01: Test the continuity
      • Problem 02: Test the continuity and Differentiability
      • Problem 03: Test the continuity and Differentiability
  • Part B: Continuity and Differentiability
    • Lecture 2.1: Important formula of differentiation. Problems of differentiation.
    • Lecture 2.2: Important formula of successive differentiation. Problems of successive differentiation
    • Lecture 2.3: Derive Leibnitz’s theorem.
    • Lecture 2.3.A: Problems of Leibnitz’s theorem.
      • Problems of Leibnitz's Theorem
      • Problems of Leibnitz's Theorem
      • Problems of Leibnitz's Theorem
  • Part C: Differentiation
    • Lecture 3.1: Differentiation
      • Problem: 01
      • Find the differential coefficients of various types of given functions
    • Lecture 3.2: Derive Rolle’s theorem.Problems of Rolle’s theorem
    • Lecture 3.3: Derive Mean Value theorem.Problems of Mean Value theorem
      • Mean value theorem
    • Lecture 3.4: Derive Taylor’s theorem.Problems of Taylor’s theorem
    • Lecture 3.5: Derive Rolle’s theorem.Problems of Rolle’s theorem
    • Lecture 3.6: Problems of maximum and minimum
      • Find the maximum and minimum value
  • Part D: Antiderivatives and Indefinite Integrals
    • Lecture 4.1: Important formula of integration. Problems of integration
      • Important formulas for Integration
  • Part E: Definite Integrals
    • Lecture 5.1: Fundamental theorem of integral calculus
    • Lecture 5.2: Important formula of definite integrals.
    • Lecture 5.3: Gamma and beta functions
    • Lecture 5.4: Definite integrals as the limit of a sum
      • Problems of limit of a sum
      • Problems of limit of a sum
  • Part F: Determination of Area, Length, Volume of Solids of Revolution and Surface Area of Solids of Revolution
    • Lecture 6.1: Important formula of determining area, length and volume
    • Lecture 6.2: Determination of area
      • Find the area bounded by the given curves
      • Find the area bounded by the given curves
      • Find the area bounded by the given curves
      • Find the area bounded by the given curves
    • Lecture 6.4: Determination of volume of solids of revolution
    • Lecture 6.5: Determination of volume surface area of solids of revolution
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