Workshops

If you have any questions about our workshops, email stemacademicsupport@rmit.edu.au, or call 9925 2020.

For one-to-one STEM assistance, visit the Drop-in at one of the RMIT University Library locations.

 

Exam preparation workshops

The Library Academic Skills STEM advisors run exam preparation workshops in SWOT Vac week. These workshops cover a variety of maths and statistics topics.
Workshop Description Days Times Location
Differentiation and Applications Derivatives of basic functions. Product, quotient and chain rules, higher derivatives and implicit differentiation. Applications include related rates, applied maxima and minima, errors and small approximations and Newton’s method. Monday 3 June 10:30 pm - 12:30 pm 80.03.14
Systems of Linear Equations and Matrices Gaussian elimination, elementary matrix algebra, Inverse of a matrix, determinants, eigenvalues, and eigenvectors. Monday 3 June 1:30 pm - 3:30 pm 80.03.14
Statistics Methods for describing data, calculating mean, median mode and interquartile ranges, random variables and probability distributions, Binomial theorem. Monday 3 June 1:30 am - 3:30 pm 80.04.21
Integration and Applications The definite integral, areas of regions between curves, volumes of revolution, numerical integration, Trapezoidal and Simpson rules. Tuesday 4 June 10:30 am - 12:30 am 13.03.15
First Order Differential Equations Separable, first order linear and homogeneous change of variables. Tuesday 4 June 10:30 am - 12:30 pm 80.04.21
Complex Numbers Basic Algebra of complex numbers - Cartesian form, real and imaginary parts, complex conjugate. Polar form - modulus and argument (phase). Geometrical representation, Euler’s formula, De Moivre’s theorem, Powers and roots of complex numbers, Regions in the complex plane. Wednesday 5 June 10:30 am - 12:30 pm 8.08.45
Statistics Normal and t-Distribution. Wednesday 5 June 10:30 am - 12:30 pm 8.08.44
Vectors Vector algebra. Scalar (dot) product: properties, the angle between vectors, vector and scalar projections. Vector (cross) product, area of a triangle, scalar triple products, equation of a plane, intersection and angles between lines. Wednesday 5 June 1:30 am - 3:30 pm 8.08.45
Functions of Several Variables Partial derivatives in Cartesian coordinates, higher-order partial derivatives, chain rule: simple and general case, directional derivative, tangent planes and normals to surfaces in three-dimensional space. Thursday 6 June 10:30 am - 12:30 pm 80.03.14
Second Order Differential Equations Homogeneous and non-homogenous second order differential equations. Thursday 6 June 1:30 am - 3:30 pm 80.04.20
Statistics Inference based on a single sample, normal and t distribution, confidence intervals. Friday 7 June 10:30 am - 12:30 pm 80.08.10
Statistics Hypothesis testing on a single sample, testing population means and proportions, two sample hypothesis test. Friday 7 June 1:30 am - 3:30 pm 80.09.06