Draft: Prototype albeit this can be much improved upon because the explanation assumes that the reader knows about set theory thereby reducing my viewership

Peraphs I should define the idea of a set first rapidly I will explain set notation as I go and assume that I’m conversing with my past self doing the IB

The idea of the outcome of an experiment comes up in the definition of counting and even the definition of the Probability

If the result of an experiment in n and the result of experiment 2 is m. If for any outcomes of experiment one we have all outcomes of expirement 2. Then the total number of outcomes is n*m

An experiment is something that you’re interested in and you can observe all of its outcomes

How the basic principle of counting sometimes uses experiment which isn’t a good language I prefer counting the outcomes of choosing among sometimes

The factorial means choosing in a set where the outcomes after you chose

The multiset allow for doublon as long as you track those doublons and sometimes you want to count those by removing the bad outcomes from the set first