### Confidence Intervals for the Weibull distribution

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Confidence Intervals of Minimal Length for the F Distribution

ActivityUniversity of Melbourne School of Mathematics and Statistics

### The bivariate normal and regression lines

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Visualising row, column and solution spaces

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Vector equations of planes in R3

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Vector equations of planes in R3 (CV)

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Vector equations of lines in R3 (CV)

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Visualising the span of two vectors

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Visualising row addition on a 2x2 matrix

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Visualising row addition on a 3x3 matrix

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Columns of a matrix and the rank-nullity theorem

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Exploring areas with hyperbolic and trigonometric functions

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Sampling from a bivariate population

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Tangency: chords, tangents and velocity of a parametric curve

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Discrete and Continuous Distributions

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Linear transformations and eigenvectors in 2D

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Distribution of order statistics

ActivityUniversity of Melbourne School of Mathematics and Statistics

### Logistic population growth with constant harvesting

ActivityUniversity of Melbourne School of Mathematics and Statistics