In this module you will encounter the following range of mathematical methods and techniques that will enable you to think analytically and solve simple engineering problems:
• Basic Mathematics (transposition of formulae, algebraic fractions, logarithms)
• Trigonometry (addition theorems, combining waveforms)
• Complex Numbers
• Introduction to matrices and solving linear equations
• Basic probability (rules of probability, conditional probability, discrete distributions)
• Basic calculus (theory of differentiation, derivatives of simple functions)
• Advanced calculus (theory of integrals, integrals as areas, numerical methods, partial differentiation, stationary points)

This module covers a range of introductory mathematical techniques and methods required for the successful study of an Engineering degree and is intended for learners based in the workplace requiring a staged approach to support development of Mathematical knowledge and skills. As such, it is suited to those enrolled on a Foundation degree, apprenticeship programme or similar.

You will learn through a combination of face to face lectures, tutorials and online delivery. Material will be provided via Blackboard. The online delivery will use electronic presentations. Additional support will be provided via discussion groups on Blackboard and email/collaborate/MS Teams contact with the module tutors.

Modern Engineering Mathematics, Glyn James, Pearson Education, 2105,
ISBN-10: 1292080736, ISBN-13: 978-1292080734
Engineering Mathematics, K A Stroud and Dexter J Booth, Red Globe Press, 2020,
ISBN-10: 1352010275, ISBN-13: 978-5201027513
Engineering Mathematics through Applications, Kuldeep Singh, Palgrave, 2011
ISBN-10: 023027479X, ISBN-13: 978-02302747-2

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Blackboard
Access to a computer

Disqualified combinations MATH41000 – Introduction to Engineering Mathematics (Non A-Level)
MATH41010 - Introduction to Engineering Mathematics (A-Level)

1. Understand and use fundamental mathematical methods in topics such as algebra, trigonometry, complex numbers and probability.(AHEP 3: SM2b, G1)

2. Select and apply a range of mathematical techniques to solve typical problems in engineering. (AHEP 3: SM2b, G1

3. Understand calculus concepts and apply appropriately within an engineering context. (AHEP 3: SM2b, G1)

In order to remove the ‘hidden’ elements it is proposed to have three elements of assessment as it is described below:

Element 1: Test 1.5 hours weighted at 30%.
Element 2: Test 1.5 hours weighted at 35%.
Element 3: Test 1.5 hours weighted at 35%.

The three elements cover all learning outcomes. Meeting AHEP 3 Outcomes SM2b, G1.