Modules

Core Module Information
Module title: Mathematical Methods I GA
SCQF level: 07:
SCQF credit value: 20.00
ECTS credit value: 10
Module code: ELE07410
Module leader: Firdaus Muhammad Sukki
School School of Computing, Engineering and the Built Environment
Subject area group: Engineering and Mathematics
Prerequisites

Requisites: Pre-requisite: [Module ELE07402] Foundation Mathematics GA
Description of module content:

In this module, you will build a strong foundation in key mathematical techniques essential for engineering and scientific applications. You will explore advanced calculus, including implicit and parametric differentiation, hyperbolic functions, and integration methods, with a focus on real-world engineering problems. You will also learn how to solve ordinary differential equations, work with probability and the normal distribution, and apply series expansions such as Binomial, Maclaurin, and Taylor series to approximate complex functions. Additionally, you will develop your understanding of matrices and determinants, including solving systems of equations and applying these concepts in practical contexts. Throughout the module, you will strengthen your problem-solving, analytical, and computational skills, all of which are vital for tackling complex challenges in various fields of study.
Learning Outcomes for module:

Upon completion of this module you will be able to

LO1: Apply differentiation and integration techniques.

LO2: Perform operations on matrices.

LO3: Use the laws of probability and applying the normal distribution.

LO4: Use series to approximate functions.

LO5: Solve ordinary differential equations.
Full Details of Teaching and Assessment
2024/5, Trimester 2, Blended,
VIEW FULL DETAILS
Occurrence: 001
Primary mode of delivery: Blended
Location of delivery: MERCHISTON
Partner:
Member of staff responsible for delivering module: Firdaus Muhammad Sukki
Module Organiser:


Student Activity (Notional Equivalent Study Hours (NESH))
Mode of activityLearning & Teaching ActivityNESH (Study Hours)NESH Description
Face To Face Lecture 20 Lecture provides a structured introduction to the core concepts and techniques of the module, where you will learn key mathematical methods through explanations, examples, and guided problem-solving, laying the foundation for further study and application in assignments and assessments.
Face To Face Tutorial 20 Tutorial offers a more interactive, hands-on learning experience, where you can reinforce your understanding of the material covered in lectures by working through problems with guidance from your instructor. It’s an opportunity to ask questions, clarify concepts, and apply mathematical techniques to real-world scenarios in a supportive, small-group setting.
Face To Face Centrally Time Tabled Examination 2 Centrally Timetabled Examination evaluates your overall understanding of the module's content, testing your ability to apply mathematical methods such as calculus, differential equations, probability, series expansions, and matrix theory to solve complex problems under exam conditions.
Online Guided independent study 158 Guided Independent Study encourages you to explore and consolidate the material on your own, applying the concepts and techniques learned in lectures and tutorials to solve problems and deepen your understanding. You will be provided with resources, readings, and practice exercises to support your self-directed learning, helping you build confidence and independence in your mathematical skills.
Total Study Hours200
Expected Total Study Hours for Module200


Assessment
Type of Assessment Weighting % LOs covered Week due Length in Hours/Words Description
Class Test 25 5 Week 5 HOURS= 1 hour Class Test will assess your understanding of the key concepts and methods covered in the module, allowing you to demonstrate your ability to apply these techniques to solve problems.
Class Test 25 1 Week 8 HOURS= 1 hour Class Test will assess your understanding of the key concepts and methods covered in the module, allowing you to demonstrate your ability to apply these techniques to solve problems.
Centrally Time Tabled Examination 50 1~2~3~4~5 Exam Period HOURS= 2 hours The Centrally Timetabled Examination will evaluate your overall understanding of the module's content, testing your ability to apply mathematical methods such as calculus, differential equations, probability, series expansions, and matrix theory to solve complex problems under exam conditions.
Component 1 subtotal: 50
Component 2 subtotal: 50
Module subtotal: 100

Indicative References and Reading List - URL:
ELE07110 / ELE07410 Mathematical models I
 

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