Biostats lesson 3 Flashcards
Measure of the likelihood of an event happening
Measures the certainty of an event
Has a minimum value of 0 or 0% pertaining to an impossible event, and a maxiumum value of 1 or 100% pertaining to a sure event
Probability
It is denoted by P(A)
Probability
Result of an observation/experiment, or the descriptor or some potential outcome
Subset of the set of all possibile outcomes of a probabilistic experiment
Event:R
Represented by uppercase lettters: A,B, C
Event
Collection of al the possible outcome in a random experiment
Denoted by omega
Sample Space
2 types of sample space
Finite sample space
Infinite sample space
Sample space with a definite no. of sample points
Eg. tossing a coin, rolling a dice
Finite Sample Space
Sample space with no definite no. of sample space
orders per day, measuring weight
Infinite sample space
Event that can never occur
Has a probability of zero 0, whereas most events have probabilities between the value of 0 and 1
null event
When 2 events are mutually exclusive, the additive rule of probability states that the probability that either of the 2 events will occus is equal to the sum of the probabilities of the indv events
Additive Rule of Probability
The insertion of 2 events read as” Both A and B” which means that both events much be met for it to count as 1 value
If either A and B are not fulfilled, this event, this intersection is not counted/valued for
Intersection
The conjunction “___” is the keyword for intersection
and
Read as: “Either A or B, or both A and B” which mens that fulfillment of only A, only B, or both A and B is accounted for
Union
The occurence that any of these events may happen in the random experiment
Union
The conjunction “___” is the keyword for union
or