Go on a vector walk and determine which points on the walk are closest to the origin.
How many different colours of paint would be needed to paint these pictures by numbers?
Use functions to create minimalist versions of works of art.
Consider these analogies for helping to understand key concepts in calculus.
Investigate the relationship between speeds recorded and the distance travelled in this kinematic scenario.
What on earth are polar coordinates, and why would you want to use them?
Can you deduce the familiar properties of the sine and cosine functions starting from these three different mathematical representations?
Your data is a set of positive numbers. What is the maximum value that the standard deviation can take?
