1
We talk about this when yoou need to know the number of permutations of objects that are the same.
2
In this kind of permutation you choose first one position, and then place the others one after another in a circle form.
3
They are a useful tool for listing the elements of a situation that is diffcicult to quantify.
4
If there's no relationship between events.
5
It lead to different outcomes and there's no expect to say with certainty which of these will be observed in the experiment.
6
Two possible outcomes of an experiment are equally likely when the probability of occurence of both events is the same.
7
If an event depends on the previous event.
8
Those variables associated with a random experiment.
9
The event formed from two or more of more elementary events.
10
Experiment that always have the same outcome.
11
The number of favorable outcomes divided by the number of possible outcomes.
12
Is all the possible outcomes of an experiment; is the set of the obtained values.
13
It's the event formed by a single outcome.
14
Any arrangement of elements where the position of each element is important.
15
All of the different groups that can be formed by taking the elements of a set, regardless the order of the elements
16
It's a process that leads to the occurence of several possible observations.
17
It's and empty set and it has no outcomes.
18
It consists of all possible outcomes of an experiment.
19
Is an operation used sometimes in counting; it is denoted by n!
20
Probability that is the total number of observations when an experiment is performed a large number of times.
21
Probability that relies on the knowledge that a person has about a subject.
22
Probability defined as the quotient by the number of favorable outcomes and possible.
23
It has been and important part in the early development of the theory of probability.
24
It's one of the possibe outcomes of a randomized experiment.
