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Module ENGINEERING MATHEMATICS 1

Module code: EE106
Credits: 5
Semester: 1
Department: THEORETICAL PHYSICS
International: Yes
Coordinator: Dr Jonivar Skullerud (THEORETICAL PHYSICS)
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 Autumn Supplementals/Resits
 
Open Timetable
 
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