Students are expected to attend all timetabled classes.
Algebra
Co-ordinating Geometry, including points, lines and areas
Differentiation
Integration
Understanding numerical methods
Matrices
Sequences and series
1. To further develop skill in mathematical application, method and technique.
2. To prepare students with the mathematical skills required for undergraduate degrees in engineering and physical and mathematical sciences.
Lectures accompanied by workshops, group work, in-class tests and problem-solving scenarios. Formative assessment will be ongoing and will comprise activities that enable a student to appraise their own learning and guide them towards the development of self-study.
LO1 Use mathematical notation, terminology, conventions and units correctly.
LO2 Use and interpret information including graphical and tabular data.
LO3 Select and apply mathematical methods and techniques to solve problems.
LO4 Make logical deductions in the context of problem-solving.
Component
Weighting %
Learning outcome(s) assessed
Assessment category
1
Coursework
50%
1 and 4
Coursework
2
Online test (1 hour)
50%
2 and 3
Online MCQ
Reassessment will use the same mode of assessment.
Bird, J. (2014) Basic Engineering Mathematics (6th ed) Abingdon:Routledge
Croft, A. and Davison, R. (2016) Foundation Maths. (6th ed) Harlow: Pearson
Olive, J. (2003) Maths A student’s survival guide (2nd ed) Cambridge:Cambridge
Rowland, M. (2017) Bridging GCSE and A Level Maths: Student Handbook.(2nd ed) London: Collins
Stroud, K. A. and Booth, J. B. (2013) Foundation Mathematics (7th ed) Palgrave MacMillan