Lesson 9 of 24 • 7 upvotes • 13:07mins
In this lesson some of the standard results of successive differentiation are discussed and method to solve the functions which are not in standard form are explained with appropriate examples.
24 lessons • 4h 56m
Course Overview
6:06mins
Differential Calculus: Functions of Real Numbers and Variables
12:25mins
Differential Calculus: Functions of Real Variables
12:28mins
Differential Calculus: Functions of Trigonometric and Inverse Trigonometric
13:15mins
Differential Calculus: Miscellaneous Concepts of Limit and Continuity
14:29mins
Differential Calculus: Concepts and Examples of Continuity, Differentiability and Limit
12:08mins
Formulae, formulae and formulae
12:40mins
Successive Differentiation
12:37mins
Successive Differentiation contd..
13:07mins
Leibniz's Theorem
14:12mins
Rolle's Theorem and Legarange's Mean Value Theorem
11:25mins
Cauchy's Mean Value theorem and Taylor's theorem
10:43mins
Expansion of series - Maclaurin's series, Taylor's series, expansion by known series
11:09mins
Indeterminate forms
9:39mins
Indeterminate forms contd.
11:34mins
Maxima and Minima
12:02mins
Examples of Maxima and Minima
15:00mins
Asymptotes
13:23mins
Asymptotes contd.
11:04mins
Curve Tracing
12:16mins
Examples of Curve tracing - Cartesian curves
14:52mins
Examples of curve tracing - Cartesian Curves contd
11:40mins
Curve tracing - Parametric curves
14:07mins
Curve tracing - Polar curves
13:43mins