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Module ENGINEERING MATHEMATICS 1

Module code: EE106
Credits: 5
Semester: 1
Department: THEORETICAL PHYSICS
International: Yes
Overview Overview
 

Indicative Syllabus
Introduction, motivation and scope of course.
Number systems
Complex numbers
Complex conjugate
Exponential and polar form
Inequalities
Sequences and series
Arithmetic and geometric series
Finite and infinite sums
Convergence
Limits and continuity
Maclaurin and Taylor series
Differential calculus
Tangents to curves
L'Hopital's rule
Sum, product, quotient and chain rules for derivatives
Critical points, maxima, minima and points of inflexion
Integral calculus
Integrals as areas and limits of sums
Definite and indefinite integrals, integration techniques
Applications of Integration
Calculation of lengths, areas and volumes
Mean and RMS values
Introduction to numerical integration
Differential equations
First order differential equations
Introduction to second order differential equations

Open Learning Outcomes
 
Open Teaching & Learning methods
 
Open Assessment
 
Open Repeat options
 
Open Pre-Requisites
 
Open Co-Requisites
 
Open Timetable
 
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