MATHS - Statistics - Sample Spaces

The video tutorial explains how to visualize outcomes from probability events using sample spaces. It introduces three methods: lists, tables, and tree diagrams, focusing on lists and tables. Examples include rolling dice and choosing meals at a restaurant. The video demonstrates calculating probabilities, such as rolling two odd numbers or a sum greater than 7, using sample spaces. It concludes by distinguishing between theoretical and experimental probability, emphasizing that experimental results tend to align with theoretical expectations over time.

What is a sample space and how does it relate to probability outcomes?

Describe the three ways of presenting a sample space.

How can you calculate the probability of rolling two odd numbers with two dice?

Explain how to use a sample space to find the probability that the sum of two dice rolls is greater than 7.

What is the difference between theoretical probability and experimental probability?