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COURSE INFORMATION FOR CURRENT SEMESTER/TERM



             Academy/Faculty/Institute/Centre        Faculty of Engineering

             Department                              Department of Civil Engineering
             Programme                               Bachelor of Engineering (Civil)




             Course Code*                            KAEA3202

             Course Title*                           Civil Engineering Mathematics II

             Course Pre-requisite(s)/ Minimum Require-  KAEA3201
             ment(s)


             Student Learning Time (SLT)*            80 hours

             Credit*                                 2

             Course Learning Outcomes*                  On completion of the course, students are able to:

                                                     1.  Apply bracketing and open methods in finding roots of non-linear
                                                        equations.
                                                     2.  Employ suitable formulae in solving differentiation and integration
                                                        problems.
                                                     3.  Employ suitable formulae to solve ordinary differential equations.
                                                     4.  (4)    Apply  the  Gauss-Siedel  method  in  solving  partial  differential
                                                        equations.

             Transferable Skills                        Critical Thinking and Problem Solving Skills (CT1, CT2, CT3)



             Synopsis of Course Contents             This course introduces students to some numerical techniques in solving
                                                     problems that could not be solved analytically. Students will be exposed
                                                     to  the  numerical  solution  for  non  linear  equations  as  well  as  numerical
                                                     differentiation and integration. Besides that students will also learn about
                                                     numerical solution for ordinary differential equation and partial differential

             Learning Strategies (lecture, tutorial, work-  Lectures and in-class exercise
             shop, discussion, etc)


             Assessment Weightage*                   Examination 60%,
                                                      Continuous assessment 40%


             Methodologies for Feedback on Performance   Marks  for  continuous  assessment  will  be  given  before  the  final  exam.
                                                     Grades will be given for the final examination
             Criteria in Summative Assessment
                                                     Refer to University of Malaya (First Degree Studies) Rules 2013 and Uni-
                                                     versity of Malaya (First Degree Studies) Regulations 2013





              UM-PT01-PK03-BR004(BI)-S04
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