Points
Object ive To find mean, median, mode, and range
Get t in g Read y!
What criteria are
you going t o use t o
make your choice?
V
MATHEMATICAL
PRA CTI CES
Ref er t o t h e d at a at t h e r ig h t.
Which basketball player would you
rat h er have on your t eam? Ju st i f y
your answer.
Same Points| Assists
12
(^2104)
(^3154)
(^4115)
(^5123) ;
<
Player 2
Assists
0
Lesso n i
Vocabulary
measure of
central tendency
- o u tlie r
- mean
- median
- m ode
- m easure o f
dispersion - r a n g e o f a se t o f
data
Essent ial Und er st and ing You can use different measures to interpret and
compare sets of data.
One way to summarize a set of data is to use a measure of central tendency. Mean,
median, and mode are all measures of central tendency.
The measure of central tendency that best describes a data set may depend on whether
the data set has an outlier. An outlier is a data value that is much greater or less than the
other values in the set. Below is a review of mean, median, and mode, and when to use
each as the measure of central tendency.
Key Concept Mean, Median, and Mode
Measure
n, The mean equals tota] number of data values. The mean, sum of the data values ...
is often referred to as the average.
When to Use
Use mean to describe the middle of a
set of data that does not have an outlier.
The median is the middle value in a data set
when the values are arranged in order. For a set
containing an even number of data values, the
median is the mean of the two middle data values.
Use median to describe the middle of
a set of data that does have an outlier.
The mode is the data item that occurs the most
times. A data set can have no mode, one mode, or
more than one mode.
Use mode when the data are
nonnumeric or when choosing the
most popular item.
Common Core State Standards
Ten d en cy an d D i sp er si o n
l 1 n c 1. I S-ID.A.2 Use st at ist ics ap p ro p riat e t o t he... dat a
/V V G Q SUi SS O l V^ SllTrQ I distribution to compare center... and spread...
of two or more different data sets. Also S-ID.A.3,
N-Q.A.2
MP 1, MP 2, MP 3, MP 4, MP 6
738 Chapter 12 Dat a A n al ysi s an d Pr o b ab i li t y