Table of Contents Table of Contents
Previous Page  272 / 762 Next Page
Basic version Information
Show Menu
Previous Page 272 / 762 Next Page
Page Background

272

Chapter 7: Probability

Definition: Event

An event is a subset of the sample space.

Note:

Each outcome in a sample space is an event. These events are called

simple events.

In the next section, we will introduce an approach to measure probability.

This approach is usually called the

classical approach

to probability.

Section Review

7-4 Classical Probability

If we can assume that all the simple events in a sample space have the same

chance of occurring, then we can measure the probability of an event as a

proportion, relative to the number of points in the sample space. Such a

probability measure is referred to as the

classical probability

for that event.

Definition: Classical Probability of an Event

If the outcomes in a sample space are equally likely to occur, then the

classical probability of an event A is defined to be

( )

Example 7-4:

If a two-child family is selected at random, what is the

probability of one boy?

e-Self Review