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COURSE PRO FORMA



             IMPORTANT:
             Contents of this Pro Forma shall not be changed without the Senate’s approval for items indicated with *. Changes
             to the other items can be approved at the Academy/Faculty/Institution/Centre level.




             Academy/Faculty/Centre                Engineering

             Department                            Mechanical Engineering
             Programme                             Bachelor of Engineering (Mechanical)


             Course Code*                          KMEM 2111

             Course Title*                         Applied Engineering Mathematics

             Course Pre-requisite(s)/ Minimum Require-  KXEX 2244
             ment(s)
             Student Learning Time (SLT)*          80

             Credit Hours*                         2

             Course Learning Outcomes*             By the end of this course, students are able to:

                                                   1.  Apply  the  ordinary  differential  equations  (ODE)  in  engineering  prob-
                                                      lems.
                                                   2.  Analyze  the  Partial  Differential  Equation  (PDE)  for  engineering  prob-
                                                      lems.
                                                   3.  Apply  the  Laplace  transformation  and  Fourier  series  for  engineering
                                                      problems.
                                                   4.  Employ the statistical concept in engineering applications.
             Transferable Skills                   Problem solving
                                                   Critical thinking
                                                   Team work skills
             Synopsis of Course Contents           Introduction to ordinary differential equation, various types of equations and
                                                   its  order  and  applications.  Partial  differential  equation  and  its  application.
                                                   Laplace  transformation  and  its  applications.  Fourier  series  and  transfor-
                                                   mation. Application of Fourier series. Introduction to Statistics and applica-
                                                   tions.

             Learning Strategies (lecture, tutorial, work-  Lecture, Tutorial
             shop, etc)
             Assessment Weightage*                 Continuous assessment                               :40%
                                                   (Tutorials, Assignments and Tests)
                                                   Final examination                                         :60%

             Methodologies for Feedback on Perfor-  Marks  for  continuous  assessment  will  be  posted  on  the  student  notice
             mance                                 board before final examination and course grades will be determined after
                                                   final examination.

             Criteria in Summative Assessment      Refer  to  Kaedah-Kaedah  Universiti  Malaya  (Pengajian  Ijazah  Pertama)
                                                   2013  Peraturan-Peraturan  Universiti  Malaya  (Pengajian  Ijazah  Pertama)
                                                   2013




              UM-PT01-PK03-BR003(BI)-S04
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