Mathematics

Analysis 2

Module code: G5095
Level 5
15 credits in autumn teaching
Teaching method: Lecture, Workshop
Assessment modes: Unseen examination, Coursework

This module extends your knowledge in the subject areas covered in Foundation Mathematics. It's broadly equivalent to an A-level Further Mathematics course. Though it also introduces several other topics such as propositional logic, methods of proof, Boolean algebra and conic sections.

Module learning outcomes

  • understand the theory of Riemann integral and apply this to examples;
  • understand and apply the concept of uniform convergence for sequences and series of functions;
  • understand and apply fundamental theorem of calculus, integration by parts, and change of variable