1.       To introduce the basic ideas of differential and integral calculus, to develop the basic  skills required to work with them and to  apply these skills to a range of problems.

2.       To introduce some of the fundamental concepts and techniques of real analysis, including limits and continuity.

3.       To introduce the notions of sequences and series and of their convergence.

 differentiate and integrate a wide range of functions;

sketch graphs and solve problems involving optimisation and mensuration

understand the notions of sequence and series and apply a range of tests to determine if a series is convergent

Calculus: a complete course (7th edition), Adams and Essex. Pearson, 2010.

Available in the library, or you can buy your own copy from Blackwells or from a well-known on-line book supplier. This text book also covers the material in MATH102 (second semester). If you purchase your own copy you will have access to MyMathLab, an online facility which complements the book, provides practice online tests with instant feedback and so on. It''s certainly worth having a lo ok at this if you do purchase the book; you may find it a helpful learning tool.

Thomas'' Calculus (12th edition),  Weir, Hass and Giordano. Pearson, 2010.

Similar to the first, but slightly less highly recommended as its treatment is less rigorous. Available in the library, in Blackwells or other booksellers. This also comes with access to MyMathLab if you purchase your own copy.

Yet another introduction to analysis, Bryant. Cambridge University Press, 1990.

A much smaller and more rigorous book than the above two. It does not cover all the material in the module, but what it covers it does so in more detail. If you wan t to become a mathematician rather than simply use mathematics, then it''s well worth looking at this. Available in the library, or from booksellers.