Subject Code: EMT1016
Objective: To provide various mathematical concepts and analysis methods in calculus, algebra, vectors, complex functions and Fourier analysis in the engineering context.
Pre-Requisite: None
Credit Hours: 3
Contact Hours: 49 hours (Lecture Hours = 35 and Supervised Tutorial Hours = 14)
Assessment: Test/Quiz/Assignment: 40%
Final Examination: 60%
References:
  • H. Anton, I.C. Bivens, S. Davis, “Calculus (Early Transcendentals)”, 10th Edition, JohnWiley & SonsInc, 2012.
  • Erwin Kreysig, “Advanced Engineering Mathematics”, 10th Edition, JohnWiley & Sons Inc, 2011.
  • K.A. Stroud, D.J. Booth, “Engineering Mathematics”, 7th Edition, Palgrave Macmillan, 2013.
  • K.A. Stroud, D.J. Booth, “Advanced Engineering Mathematics”, 5th Edition, Palgrave Macmillan, 2011.
  • Lecture Notes Series: Engineering Mathematics Volume 1 – 2nd edition, Pearson Prentice Hall, 2006.

Course Contents

Learning Outcome of Subject

At the completion of the subject, students should be able to perform the following tasks:

Learning OutcomesLevel of Emphasis
LO1 - Compute the limits, derivatives, integrals and extrema of single-variable and/or multi-variable functions. (cognitive - applying, level 3) High
LO2 - Perform basic vector operations and calculate the powers and roots of complex numbers. (cognitive - applying, level 3) Medium
LO3 - Determine the convergence of a sequence or series and the interval of convergence of a power series. (cognitive - evaluating, level 5) Medium
LO4 - Construct the Fourier series representations of periodic functions. (cognitive - creating, level 6) Medium

Programme Outcomes

Programme OutcomesLevel of Emphasis
PO1 - Acquire and apply knowledge of mathematics, science and engineering fundamentals to solve complex engineering problems. High