 - Visualising a saddle surface using contours and cross sectionsWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Visualising row addition on a 3x3 matrixWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Confidence Intervals for the Weibull distributionWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Confidence Intervals of Minimal Length for the F DistributionWerkblad- University of Melbourne School of Mathematics and Statistics 
 - The bivariate normal and regression linesWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Visualising row, column and solution spacesWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Vector equations of planes in R3Werkblad- University of Melbourne School of Mathematics and Statistics 
 - Vector equations of planes in R3 (CV)Werkblad- University of Melbourne School of Mathematics and Statistics 
 - Vector equations of lines in R3 (CV)Werkblad- University of Melbourne School of Mathematics and Statistics 
 - Visualising the span of two vectorsWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Visualising row addition on a 2x2 matrixWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Columns of a matrix and the rank-nullity theoremWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Exploring areas with hyperbolic and trigonometric functionsWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Sampling from a bivariate populationWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Tangency: chords, tangents and velocity of a parametric curveWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Discrete and Continuous DistributionsWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Linear transformations and eigenvectors in 2DWerkblad- University of Melbourne School of Mathematics and Statistics 
 - Distribution of order statisticsWerkblad- University of Melbourne School of Mathematics and Statistics 





