MICRO-CREDENTIAL IN INFINITE SERIES

About this Module

What you will learn

Infinite Series covers the introduction to series, as well as Taylor Series, Maclaurin Series, and Laurent Series. In this topic, learners will be able to find the Taylor, Maclaurin, and Laurent series expansions of functions of a complex variable, and will also learn how to determine the region of convergence for these series.

What skills you will gain

Knowledge and Understanding; Cognitive Skills

Total contents and assessments

4 Notes; 14 Teaching Videos; 4 Learning Activities; 1 Assessment

Module Details

CLUSTER : Science & Technology ( ST )
MODE/DURATION : Flexible
LENGTH : 7 days
EFFORT : 17
LEVEL : Beginner
LANGUAGE : English
CERTIFICATE : Yes
CPD POINT : 0
PRICE : Free

Associated Course (s) :
No Course

 Syllabus

By the end of the lesson, learners can
1. Understand the concept of infinite series in the complex plane
2. Differentiate between types of series in complex analysis, including power series and Laurent series

By the end of the lesson, learners can
1. Define the Taylor series of a complex function
2. Determine the Taylor series expansion of a given analytic function about a point z_0
3. Determine the radius of convergence of a Taylor series

By the end of the lesson, learners can
1. Define the Maclaurin series of a complex function
2. Determine the Maclaurin series expansion of a given analytic function about a point z_0 = 0
3. Determine the radius of convergence of a Maclaurin series

By the end of the lesson, learners can
1. Define the Laurent series of a complex function
2. Determine the Laurent series expansion of the function in the indicated region of the complex plane

Our Instructor

MOHD NAJIR BIN TOKACHIL

Course Instructor
UiTM Kampus Seremban 3
4.3 (average sufo) instructor rating 12 course(s)

DR. NUR HAZWANI AQILAH BINTI ABDUL WAHID

Course Instructor
UiTM Shah Alam
4.3 (average sufo) instructor rating 7 course(s)