ENGEN102-23G (HAM)
Engineering Maths and Modelling 1B
15 Points
Staff
Convenor(s)
Raziyeh Zarredooghabadi
4797
G.3.29
raziyeh.zarredooghabadi@waikato.ac.nz
|
Lecturer(s)
Alista Fow
4164
EF.2.04
alista.fow@waikato.ac.nz
|
David Chan
9068
G.3.09
david.chan@waikato.ac.nz
|
Administrator(s)
Librarian(s)
You can contact staff by:
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What this paper is about
This paper is the second paper in the engineering mathematics sequence. This G semester version is intensive and aims to teach the content in less than 6 weeks. All students are expected to attend all classes in person. There is an assessment of some form in every class. This class cannot be done online while engaged in full time employment. Students need to make a full commitment to intensive study in this paper.
How this paper will be taught
The paper is divided into five sections each taking a week or so. we will be using the two hours dedicated to lectures as a lectorial presenting theory interspersed with problems to be done in class. There will be assessed problems in the tutorial hour, in class, on the days that we don't have a test. These may take a variety of forms. They could be done in groups or individually and could consist of multi-choice or short answer questions.
Required Readings
Higher Engineering Mathematics, John Bird, 9th Edition, Routledge 2021
The university library has online versions of this edition, and other editions.
Learning Outcomes
Students who successfully complete the course should be able to:
Assessments
How you will be assessed
There are five tests, tests are worth of 60% and problem sets worth of 40% of the overall grade.
The problems will consist of in class assessment of some sort. There will be some assessment attached to every class. A variety of assessment types will be used. We may ask you to work in small groups to answer a question, or ask you submit a written answer to a very short assignment. The workload is not intended to be heavy, but you we expect you to participate and do some work every day.
There is no final examination for this paper.
A clear pass in this paper requires that in the five tests you achieve an average score of at least 40%.
The internal assessment/exam ratio (as stated in the University Calendar) is 100:0. There is no final exam.