Permutations (order matters)
ₙPₖ=n!/((n-k)!)
n=total number of objects from which you are choosing k objects
Combinations (order doesn’t matter)
ₙCₖ=n!/(k!(n-k)!)
n=total number of objects from which you are choosing k objects
Fundamental Theorem of Counting
If one event has n possible outcomes and another event has m possible outcomes, the total number of events if both events occur is m × n.
complementary counting
total - what we don’t want = what we want
Often uses the words “at least”