Mathematics for Apprentice Engineers (1) 20cr
| Code | School | Level | Credits | Semesters |
| ENGF1012 | Foundation in Engineering and Physical Sciences | 1 | 20 | Full Year UK |
- Code
- ENGF1012
- School
- Foundation in Engineering and Physical Sciences
- Level
- 1
- Credits
- 20
- Semesters
- Full Year UK
Summary
This module provides a basic course in algebra, calculus, geometry, trigonometry and statistics introducing key concepts and techniques required to solve engineering problems. Algebra includes solving equations both algebraically and numerically, complex numbers, and series. Calculus includes graphical representation, differentiation, integration and solving first order differential equations. Geometry includes the use of vectors. Trigonometry includes solving trigonometric equations. Statistics includes basic concepts of probability. Throughout, the application to solving real life problems is developed.
The major assessment will be by examination with a smaller contribution from coursework assignments.
Students who fail the coursework will be required to resit the coursework element. Students who fail the exam will be given an alternative assessment which will be assessed via viva questioning.
Target Students
This module is only available to Apprentices on the Electromechanical Engineer Degree Level Apprenticeship.
Assessment
- 20% Coursework 1: Approximately 4-6 hours work
- 20% Coursework 2: Approximately 4-6 hours work
- 60% Exam 1 (3-hour): Written exam
Assessed by end of spring semester
Educational Aims
The aim is to introduce the student to key mathematics concepts, techniques and methods required to model mechanical and electrical systems in engineering.Learning Outcomes
Algebra: solve quadratic and simultaneous equations; calculate with complex numbers in both cartesian and polar form; recognize types of series and find their limits; use numerical techniques to find roots of algebraic equations.
Calculus: manipulate graphs of standard and trigonometric functions, differentiate a range of functions; find and classify stationary points, integrate a range of functions and use numerical methods when appropriate; apply calculus to modelling basic physical functions; solving first order differential equations as required;
Geometry: utilize vector algebra and geometry including scalar products to solve engineering challenges;
Trigonometry: solve trigonometric equations and prove simple identities;
K1 - Mathematics
S2 - Follow a methodical approach to engineering problem solving
Statistics: understand and use basic concepts of probability.
Follow a logical approach to solve problems in this field.