Not offered in the current semester · Last offered AY2021/2022 Semester 2

Engineering Mathematics I

Last offered — AY2021/2022 Semester 2

This course aims to develop your understanding of fundamental mathematical concepts in Fourier Analysis, Laplace Transform, Partial Differential Equations, Probability and Mathematical Statistics as well as Numerical Methods. These key concepts will be important and useful to students pursuing Engineering studies in areas such as signals and systems, communications, smart grid, intelligent control systems, electronics, computer engineering etc.

Course content: Fourier Analysis. Laplace Transform. Partial Differential Equations. Numerical Methods. Probability. Mathematical Statistics.

Total hours per week: 1.5 hrs

AUs	4.0 AUs
Grade Type
Prerequisite	MH1811, MH2810
Exam

Prerequisite Graph

Required first

MH1811Mathematics 2 MH2810Mathematics A

IM2006

Engineering Mathematics I

Unlocks

CE4015Simulation & Modelling E3017LComputer Communications EE4497Pattern Recognition & Machine Learning IE3017Computer Communications IE4476Image Processing & Computer Vision IE4497Pattern Recognition & Deep Learning

Available Indexes

	Mon	Tue	Wed	Thu	Fri
930
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Other offerings

AY21/22

Semester 1Semester 2Sp. Term

AY20/21

Semester 1 Semester 2Sp. Term

AY19/20

Semester 1 Semester 2Sp. Term

AY18/19

Semester 1 Semester 2Sp. Term

AY17/18

Semester 1 Semester 2Sp. Term

AY16/17

Semester 1 Semester 2Sp. Term

AY15/16

Semester 1 Semester 2Sp. Term

AY14/15

Semester 1 Semester 2Sp. Term

Other Relevant Mods

IM1001

Data Structures & Algorithms

IM1002

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IM1003

Object-Oriented Programming

IM2001

Software Engineering

IM2002

Microprocessors

IM2003

Computer Communications

IM2004

Signals & Systems

IM2007

Engineering Mathematics Ii

IM2073

Introduction To Design & Project

Not Available To Programme
Not Available To All Programme With
Not Available As BDE/UE To Programme
Not Available As Core To Programme
Not Available As PE To Programme
Mutually Exclusive With	EE2006
Not Offered As BDE
Not Offered As Unrestricted Elective

Not Available To Programme
Not Available To All Programme With
Not Available As BDE/UE To Programme
Not Available As Core To Programme
Not Available As PE To Programme
Mutually Exclusive With	EE2006
Not Offered As BDE
Not Offered As Unrestricted Elective

	Tue	Wed	Thu
1330	36074 TUT (EE05) 1330-1450 Tue TR+65	36071 TUT (EE07) 1330-1450 Wed TR+65
1400
1430			36020 TUT (IT01) 1430-1550 Thu TR+61
1500
1530