Module 9 Flashcards
Professionals with specialized knowledge of the mathematics of finance, statistics, demographics, risk management and probability theory.
Actuary
Individual responsible for reporting to an insurance company’s management/directors any imminent risks that could imperil the company.
appointed actuary
A number that indicates
the likelihood that some
future event will have a
particular outcome.
probability
The type of probability
where there are only two
mutually exclusive
possible outcomes.
simple probability
In a simple probability calculation, the component that represents the number of outcomes that satisfy the condition.
numerator
The component in a simple probability calculation that represents the number of possible outcomes, each being equally likely.
denominator
Two events, where the
occurrence of one event
means that the other
event cannot occur.
manually exclusive events
Two events, where one or the other must happen; the probability of each of the two events must sum to 1.
collectively exhaustive events
The probability of two
independent events
both occurring.
compound probability
Events where the outcome of one event does not influence the outcome of a second event.
independent events
Events where the
outcome of one event
affects the outcome of a
second event.
dependent events
P(A and B) = P(A) X P(B)
notation for probability of an event
A concept that states that the greater the number of samples or occurrences, the greater the likelihood that the average result will approach the expected result.
law of large numbers
The probability that a
person will die at a given
age.
mortality rate
Data compiled through
census statistics and
death records or based
on insurance data.
mortality statistics