Foundation Mathematics 1
| Code | School | Level | Credits | Semesters |
| MTHSF001 | Mathematical Sciences | 0 | 20 | Autumn UK |
- Code
- MTHSF001
- School
- Mathematical Sciences
- Level
- 0
- Credits
- 20
- Semesters
- Autumn UK
Summary
This course provides a basic course in calculus and algebra, introducing key elements of definition, manipulation, differentiation and graphical representation of functions, as well as quadratic equations, simultaneous linear equations, infinite series, vectors and matrices.
Target Students
Students on an Engineering and Physical Sciences Foundation course.
Classes
- One 1-hour workshop each week for 11 weeks
- Two 3-hour seminars each week for 11 weeks
Each week there will normally be four lectures to introduce key mathematical knowledge, ideas and techniques associated with the module topics. Seminars may be used for testing, going over assignments or general practice and revision. In addition, there will be a one-hour drop-in session each week.
Assessment
- 20% Coursework 1: Assignments
- 20% Coursework 2: Assignment
- 60% Exam 1 (3-hour): Written examination
Assessed by end of autumn semester
Educational Aims
In concert with module MATHF007,MATHF006 provides a common foundation year provision to equip students with both confidence and competence in a range of fundamental elementary mathematical techniques and basis for advanced mathematical methods used in the study and analysis of engineering and physical science problems. They will join other students, coming direct from A level study and be successful in their transition into year 1.Learning Outcomes
Knowledge and understanding of mathematics necessary to support application of key engineering and scientific principles.
To apply mathematical methods, tools and notations proficiently in the analysis and solution of engineering and scientific problems.
On successful completion of this course students will be able to:
L1 - manipulate graphs of standard functions.
L2 - differentiate a range of functions.
L3 - find and classify local stationary points.
L4 - use Maclaurin series to represent simple functions.
L5 - solve quadratic and simultaneous equations.
L6 - solve trigonometric equations and prove simple identities.
L7 - recognize types of series and find their limits.
L8 - add and subtract vectors.
L9 - understand basic concepts of probability and statistics.
There will be assignments, computer tests, an in-class test, and a final exam testing the learning outcomes listed above.
Conveners
- Dr Tom Ward