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Chapter One: Limits
0/3
Introduction and Properties to Limit of Functions
17:55
Limits of Polynomial and Rational Functions
06:20
Solved Problems on Limit
17:48
Chapter Two: Indeterminate Forms
0/3
Evaluating Indeterminate Forms: Understanding and Applying Methods for Limits
10:18
Factoring Method (0/0 Form)
08:41
L’Hôpital’s Rule and Division by Highest Power: Techniques for Resolving Indeterminate Forms (0/0 or ∞/∞ Form)
21:46
Chapter Three: Continuity of Functions
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Understanding Limits: Exploring Left-Hand and Right-Hand Behavior in Continuous and Discontinuous Functions
08:06
Continuity of a Function
10:13
Continuity Test of Functions
16:48
Chapter Four: Differentiability of Functions
0/3
Indeterminate Forms of Limits
10:04
Methods of Evaluating Indeterminate Forms
14:16
Factoring Method (0/0 Form)
15:48
Chapter Five: Derivative (Part 1)
0/3
Derivative (Differential Coefficient)
18:15
Basic Differentiation Formulas
13:22
Derivative of Sum and Difference (𝑢+𝑣, 𝑢−𝑣)
11:23
Chapter Six: Derivative (Part 2)
0/4
Derivative of a Composite Function
12:04
Logarithmic Differentiation
07:45
Differentiation of Infinite Series
11:34
Derivative of Inverse Functions
08:12
Chapter Seven: Maxima and Minima of Functions
0/3
Secant Line and Tangent Line
07:44
Increasing and Decreasing Functions
14:20
Determination of Maxima and Minima of Functions
12:08
Chapter Eight: Successive Differentiation
Chapter Nine: Foundational Theorems and Applications in Calculus
Chapter Ten: Partial Differentiation
Chapter Eleven: Introduction to Integral Calculus
Chapter Twelve: Method of Substitution
Chapter Thirteen: Integration by Parts
Chapter Fourteen: Integration of Trigonometric Functions
Chapter Fifteen: Standard Integrals
Chapter Sixteen: Definite Integral
Chapter Seventeen: Application of Integration
Chapter Eighteen: Partial Fraction Decomposition
Differential Calculus
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