Mathematics

Course summary

To provide a good basis for business, science, computing or engineering. Year One - Proof - Algebra and functions - Coordinate geometry - Sequences and series - Trigonometry - Exponentials and logarithms - Differentiation - Integration - Vectors - Statistical sampling - Data presentation and interpretation - Probability - Statistical distributions - Statistical hypothesis testing - Quantities and units in mechanics, kinematics, forces and Newton’s Laws. Year Two - All of the year one topics plus numerical methods and moments.