Udemy – Infinite Sequence and Series [100% off]

Posted on 26/10/2015 by | 0 comments

Course Description

This course is not only virtual learning material . You can ask any questions related to Infinite Sequence and series after enrolling in this course.

Here is a listing and brief description of the topics in this course.

• A brief discussion of sequences. The basic terminology and convergence of sequences.
• Quick look about monotonic and bounded sequences.
• Series The Basics we will discuss some of the basics of infinite series.
• Series Convergence/Divergence about the convergence/divergence of a series
• Series Special Series Geometric Series, Telescoping Series, and Harmonic Series in this section.
• Integral Test to determine if a series converges or diverges.
• Comparison Test/Limit Comparison Test to determine if a series converges or diverges.
• Alternating Series Test Using the Alternating Series Test to determine if a series converges or diverges.
• Absolute Convergence A brief discussion on absolute convergence and how it differs from convergence.
• Ratio Test Using the Ratio Test to determine if a series converges or diverges.
• Root Test Using the Root Test to determine if a series converges or diverges.
• Strategy for Series A set of general guidelines to use when deciding which test to use.
• Estimating the Value of a Series estimating the value of an infinite series.
• Power Series An introduction to power series and some of the basic concepts.

This course Contains 90% of Video tutorials which include practice section. Master in Sequence and series for your Calculus Course!

• If you can understand my pronunciation of English in PROMO VIDEO then you can understand all lecture. So Why are you waiting? Click the button “TAKE THIS COURSE”.

How much content is included in the course?

Course is updated on Weekly basis and you will get more content in next week.

Hurry! The price will be increasing soon.

What will you know, or be able to do, after completing the course?

Benefits of this course are:

• After completing this course you will be Master in solving Sequences and series problem of any type.