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With 4 lectures a week and content from both calculus 2 and Real Analysis to cover, this subject can become very difficult, especially if you fall behind. The lectures are recorded but the work the lecturer does on the blackboard (which is going through problems) is not recorded, hence you have to show up to most, if not all the lectures. The first two topics, sequences and continuity, are the hardest in the subject but if you can understand them then the rest of the subject is not too bad. The text has all of the lecture content in it and was written by Barry (the lecturer) himself. It is a must get and the questions at the end are good indicators of what he might ask on the exam. Unfortunately, there are no solutions, so if you are not entirely sure about your answers, it is best to consult your tutor or Barry. Like others have said before, Barry will often ask you to state theorems and definitions on the exam so it is best to spend some time getting your head around them and their proofs. All in all, if you are considering doing this subject it is great subject, well taught but to quote Barry "This will be the hardest maths subject you will do, because it is the biggest jump between what you were expected to know and what you are now expected to know."

Anonymous, Semester 2, 2016

This subject is very fast paced (4 lectures per week) and you may start feeling overwhelmed if you fall behind in lectures but it is a great experience and so worth it at the end! The textbook matched to the lectures is definitely required as they contain all the notes and practice problems for the subject - lecture slides are not uploaded as they are exactly the same as the textbook. I highly recommend making sure you go through each lecture thoroughly afterwards and make sure you understand everything as each lecture builds on the previous one. This subject covers part of Calculus 2 as well as Real Analysis (a level 2 subject). The topics include sequences, differential calculus, integral calculus, differential equations and series. You will probably find that the calculus section of the course is much easier and less rigorous than the Real Analysis section, which contains many proofs. When studying for this subject, make sure you learn all the proofs, or are at least familiar with them as they are definitely fair game to be asked in the exam. Same applies to all the theorems which you should memorise as Barry often asks you to state theorems in exams. There are a few past exams provided for this subject which really helps you understand what knowledge is required. Overall a great subject and I would definitely recommend it if you're keen to study higher level maths and enjoy a challenge!

Anonymous, Semester 2, 2015
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