FREQUEN- SEE
Displays of Affection
M.C.T.
VARY AND DEVIATE
LOCATIONLOCATIONLOCATION
100

f

What is frequency?

100

Cumulative Frequency Graph (aka)

What is an Ogive?

100
The sum of the data values divided by the number of entries.
What is the mean?
100

The simplest measure of variance.

What is the range?

100

Q1, Q2, Q3.

What are quartiles?

200

The equation for the Midpoint.

What is (upper class limit + lower class limit)/2 ?

200

I would use this type of display if I wanted to show attendance records over the 2012-2013 school year.

What is a Time Series chart?

200
Term used to describe a data set with two modes.
What is BIMODAL?
200

x - mu = ?

What is the deviation of x?

200

The five number summary needed to create a box-and-whisker plot.

What is the max, min, Q1, Q2, Q3?

300

The sum of the frequencies of a class and all previous classes.

What is Cumulative Frequency?

300

A scatter plot is an example of this general type of data set.

What is a paired data set?

300
A way to describe a graph that has a tail that extends to the right.
What is Skewed Right?
300

Since the deviations may sum to zero we can do two things to get rid of the negatives. What are they?

What is square the deviations or absolute value?

300

What is an outlier?

A number far removed from the other data entries

400

The vertical scale of a frequency histogram.

What is "the frequencies"?

400
A vertical bar graph in order from greatest frequency to least

What is a Pareto Chart?

400

This equation:

What is the mean of a frequency distribution?

400

Once you know the variance, how do you find the standard deviation?

Take the square root
400

Equation to find the z score.

What is (Value - Mean )/ St. Dev.?

500

Important characteristics to look for when organizing and describing data.

What are CENTRAL TENDENCY, VARIATION, AND POSITION

500

DAILY DOUBLE


Stem and leaf plots are an example of this. So are box and whisker plots.

What is EDA- Exploratory Data Analysis?

500

The equation for a weighted mean?

What is xbar = (sigma(x *w))/ (sigma (w))

500

In a sample, what do you divide the sum of the squared deviatons by to find the variance?

n - 1

500

If a data value is larger than the mean, its z score will be ______.

What is positive?

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