Events
Formulas
Probability
Theories
Event Samples
100

When one event occurs if and only if the other doesn't take place.

Complementary events

100

E/S

Probability

100

The likelihood of something happening or being the case.

Probability

100

Probability theory is used in every field to assess the risk associated with a particular what?

Decision

100

This usually has 6 sides and there has a 1/6 chance of landing on any given side.

Dice

200

Events in which the outcome of an event is affected by the outcome of some other event.

Dependent events

200

The following formula is an example of: 

0.5 × 0.5 = 0.25

Compound event

200

A procedure that results in well-defined outcomes.

Experiment

200

This investigates the probabilities associated with a random phenomenon. 

Probability Theory

200

This is assessed by how likely it is that there will be rain, snow, clouds, etc. on a given day in a certain area. 

Weather

300

Events in which the outcome of one event is unaffected by the outcome of another event.

Independent events

300

S = ?

Sample Space

300

Any possible result contained in a sample space.

Outcome

300

These individuals use the probability theory to spend money in the least risky asset which gives the best returns.

Investors

300

Probability is used in this example to predict the chances that certain candidates will win various elections.

Politics

400

This includes two or more simple events.

Compound Events

400

In probability the E represents?

The Event whose probability we seek.

400

One in which it is not possible to determine which exact outcome will occur.

Random experiment

400

This theorem can be used to rate the risk of lending money to potential borrowers.

Bayes' Theorem

400

These companies often use probability to determine how likely it is that certain individuals will spend a certain amount on medical expenses each year. 

Health Insurance

500

An event that has only one outcome.

Simple Events

500

P(A) + P(AC) = 1

Complementary events

500

Any repetition in an experiment. 

Trial

500

This type of business uses probability theory to design a game of chance so as to make profits. 

Casinos

500

These are designed to determine whether a new treatment for a disease, a new drug, or a new surgical procedure is better than a standard treatment.

Clinical Trials