Lesson 9 of 11 • 5 upvotes • 10:14mins
In this lesson on exponential series we see how Euler's constant e is defined in terms of limits. The definition, properties and expansion of e and e to the power of x is explained. After this, there are multiple problems which are solved with the help of illustrations and the theory of exponential series. In the end of the lesson, we find that there are questions to practice on as well.
11 lessons • 1h 45m
Introduction To Sequence And Series
8:07mins
Arithmetic Progression : Definition And Properties
10:29mins
Arithmetic Progressions : Formulas And Solved Examples
10:19mins
Geometric Progressions : Definition And Properties
9:10mins
Geometric Progression : Formulas And Solved Examples
10:31mins
Arithmetic-Geometric Progressions
10:29mins
Harmonic Progressions : Properties And Examples
9:59mins
Telescopic Summation : Definition And Solved Examples
9:53mins
Exponential Series And Euler's Constant E
10:14mins
Logarithmic Series : Definition And Properties
8:39mins
Miscellaneous Questions On Sequence And Series
7:07mins