week 4 Flashcards
multinomial coefficient notation requires that
the numbers on the bottom add up to the top
calculate the number of ways to choose groups through kr from a selection of n objects
n!/ k1! x k2! x kr!…..
experiment
any occurrence which has multiple possible outcomes that can be detected/measured
sample space
set of elements (outcomes/ sample points) representing the every possible result of the experiment
no result of the experiment is represented twice
event
subset of any sample space
probability measure
function that assigns a real number to each event of the sample space
adds up to 1
any event has a probability value between 0 and 1 inclusive
mutually exclusive
EnF=∅, 0
no outcomes/sample points in common
w=
1/ n(s)
pr (E)=
n(E)/ n(S)total