MICRO-CREDENTIAL IN COMPLEX INTEGRATION

About this Module

  • students enrolled
  • Approx. 20 hours to complete

What you will learn

Complex integration is the integration of a function of a complex variable along an open or closed curve in the plane of the complex variable. In this topic, the learners are able to evaluate the integral of a complex-valued function on a path (or contour) in the complex plane.

What skills you will gain

Knowledge and Understanding, Cognitive Skills

Total contents and assessments

4 Notes; 15 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

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 Syllabus

By the end of the lesson, learners are able to

1) evaluate a line (or simple contour) integral of a complex function

By the end of the lesson, learners are able to

1) state Cauchy-Goursat theorem
2) integrate a complex function using the Cauchy-Goursat theorem

By the end of the lesson, learners are able to

1) state Cauchy’s integral formula
2) integrate a complex function using the Cauchy’s integral formula

By the end of the lesson, learners are able to

1) state Extension of Cauchy’s integral formula
2) integrate a complex function using the Extension of Cauchy’s integral formula

Our Instructor

DR. NUR HAZWANI AQILAH BINTI ABDUL WAHID

 Course Instructor
UiTM Shah Alam 4.3 (average sufo) instructor rating 7 course(s)
Developed by
Universiti Teknologi MARA (UiTM)