Binomial Theorem.
Manipulation of matrices and their use in solving simultaneous equations.
Complex numbers including polar form.
Introduction to concepts of rates of change, limits and differentiation from first principles.
Differentiation techniques including standard results, products, quotients and composites.
Integration, including definite and indefinite integrals and numerical techniques.
Application of calculus to kinematics and simple differential equations in an engineering context.

The learning strategies will require students to commit 150 learning hours, of which 48 hours will consist of contact time. A combination of lecture and tutorial/workshops will provide students with the opportunity to develop a range of mathematics skills. A further 102 hours of independant study will require students to further develop and practise these skills using prepared formative exercises.

THIS MODULE WILL NORMALLY RUN IN SEMESTER 2

Access to a calculator and apppropriate mathematics software is necessary.

Study of Introductory Topics in Mathematics or equivalent.

Engineering Mathematics: A Foundation for Electriconic, Communication and Systems Engineers, A Croft, R Davison and M Hargreaves, 2000, Prentice Hall, ISBN: 0130268585
Foundation Mathematics, D Booth, Addison Wesley, 1993, ISBN: 0201624192
Foundation Mathematics for Engineers, J Berry and P Wainwright, 1991, MacMillan, ISBN: 0333527178

1 x Assignment - 30% which will be based on Learning Outcomes 1 and 3
1 x Examination (2 hours) - 70% which will be based on Learning Outcomes 1, 2 and 3