Pure mathematics (MST368, M337, M303)

    • Students can manually mark this item complete: Graphs, games and designs (MST368)

       Graphs, games and designs (MST368)

    • Are you ready for MST368? File PDF
      264.0 KB
      Students can manually mark this item complete: Are you ready for MST368?

      This quiz has two parts: 

      Part 1 includes questions which MST368 assumes you will mostly be able to answer before you start.

      Part 2 includes questions related to topics in MST368, and is designed to help you decide whether you will enjoy the type of mathematics covered the module.

    • Content list (MST368) File PDF
      63.5 KB
      Students can manually mark this item complete: Content list (MST368)
    • Module description URL
      Students can manually mark this item complete: Module description

      Links to the OU's main site.

    • Students can manually mark this item complete: Prior knowledge Before taking MST368, you should b...

      Prior knowledge

      Before taking MST368, you should be confident in
      • algebra
      • functions
      • geometry
      • matrices
      • methods of proof.
      You could gain these skills for, example, from prior study of Essential Mathematics 1 (MST124) or Essential Mathematics 2 (MST125).

      You can check your skills using the Are You Ready For quiz above.
    • Students can manually mark this item complete: Complex analysis (M337)

      Complex analysis (M337)

    • Are you ready for M337? File PDF
      93.5 KB
      Students can manually mark this item complete: Are you ready for M337?

      M337 will assume that you can answer most of the questions in this quiz correctly before you start studying it.

    • Content list (M337) File PDF
      131.7 KB
      Students can manually mark this item complete: Content list (M337)
    • Module description URL
      Students can manually mark this item complete: Module description

      Links to the OU's main site.

    • Students can manually mark this item complete: Prior knowledge Before taking M337 you should be c...

      Prior knowledge

      Before taking M337 you should be confident in
      • algebra 
      • functions
      • sequences and series
      • calculus
      • analysis
      • complex numbers
      You could gain these skills for, example, from prior study of Stage 2 mathematics modules: Pure Mathematics (M208), Mathematical Methods, Models and Modelling (MST210) or Mathematical Methods (MST224).

      You can check your skills using the Are You Ready For quiz above.
    • Sample extract URL
      Students can manually mark this item complete: Sample extract

      Based on the module content, but presented in a different format.

    • Students can manually mark this item complete: Further pure mathematics (M303)

      Further pure mathematics (M303)

    • Are you ready for M303? File PDF
      354.7 KB
      Students can manually mark this item complete: Are you ready for M303?

      Following the instructions in this quiz will help you to prepare for M303.

    • Content list (M303) File PDF
      162.2 KB
      Students can manually mark this item complete: Content list (M303)
    • Module description URL
      Students can manually mark this item complete: Module description

      Links to the OU's main site.

    • Students can manually mark this item complete: Prior knowledge M303 builds on topics taught in Pu...

      Prior knowledge

      M303 builds on topics taught in Pure Mathematics (M208) including
      • set theory
      • modular arithmetic
      • group theory
      • analysis
      • sequences
      You should be familiar with these topics before starting M303.

      You can check your skills using the Are You Ready For quiz above.
    • Sample extract 1 URL
      Students can manually mark this item complete: Sample extract 1

      Based on the module content, but presented in a different format.

    • Sample extract 2 URL
      Students can manually mark this item complete: Sample extract 2

      Based on the module content, but presented in a different format.

    • Sample extract 3 URL
      Students can manually mark this item complete: Sample extract 3

      Based on the module content, but presented in a different format.

    • Sample extract 4 URL
      Students can manually mark this item complete: Sample extract 4

      Based on the module content, but presented in a different format.

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      • how to revise and refresh your knowledge and skills for the module
      • outline study calendar
      • sample units, so you can make a head-start

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