Graph and Statistics Vocabulary Review
ALL 21 vocabulary WORDS will be in a WORD BANK
The test will have 10 fill in the blank vocabulary words
(some words will not be used)
TWO words FROM
MEASURES of CENTRAL TENDENCY will have to be defined in their own words
Measures of Central Tendency
- Mean: MOST
COMMON MEASURE of central
tendency. It is an average,
so it describes all of the data in a data set.
- Average:
a common term used to mean a measure of central tendency.
- Median:
The MIDDLE NUMBER or
the mean of the MIDDLE TWO NUMBERS of the ORDERED data in a set.
- Mode:
the number or numbers that occur MOST frequently in the data set
- Range:
Describes how the data varies. It is found by
getting the difference of the GREATEST number in the data and the SMALLEST
number in the data.
- Outlier:
EXTREMELY HIGH or LOW values in a set of data. An outlier increases or decreases
the mean.
Graphs
- Graph:
A visual way to display data
- Frequency:
Shows the number of times each item or number appears
- Key:
used to show how stems and leaves are read in a stem and leaf plot.
- Bar
graph: used to COMPARE categories of data
- Line
Graph: Use to show how data CHANGES OVER a period of
TIME
- Stem-and-leaf
plot: displays data organized from LEAST to
GREATEST and organized by PLACE
VALUE
- Stems:
Numbers (or digits) written to the LEFT of the vertical rule of a
stem and leaf plot
- Leaves:
The numbers (or digits) written to the RIGHT of the vertical rule
of a stem and leaf plot.
- Line
Plot: Shows how many times each number occurs in the data.
- X-axis: horizontal line on a graph (side to side)
- Y-axis:
vertical line on a graph (up and down). This is where the SCALE is written on the graph
Integers
- Integers:
The set of positive whole numbers, their opposites, and zero
- Opposites:
The numbers that are the same distance from 0 on a number line, but
in opposite directions.
- Positive
Numbers: represents data that are
greater than 0. Written with
a Ò+Ó sign or no sign at all. Example: +2 positive two or 2 = two
- Negative
Numbers: represents data that are less than 0. A negative number is written with
a Ò-Ò sign. Example: -2 = negative two
Graph and Statistics TEST REVIEW
Students should
have examples, notes, and work on the below information in their math binder or
spiral
- Be
able to read a frequency table and identify numbers in the table
- Be
able to read a bar graph and compare categories that are greater, smaller,
twice as big as another category or twice as small as another category
- Be
able to read data on a line graph and predict if data is increasing or
decreasing
- Be
able to read numbers on a stem and leaf plot. Identify the greatest and smallest number on the stem
and leaf.
- Identify
data on a stem and leaf that is greater or smaller than the other numbers
- Be
able to read data from a line plot and determine data greater or smaller
than the other numbers
- Be
able to find the mean, median, mode, range, outlier of a set of data
- Be
able to find the mean with or without the outlier
- Be
able to describe an integer situation.
- Example: Losing 10 pounds = -10
- Example: Gaining 15 yards = 15 or + 15
- Be
able to decide which graph is best for displaying data.
- Example: Which graph is best for
displaying ÒfavoriteÓ color = bar graph
- Example: Which graph is best for
displaying Òchange over timeÓ = line graph
- Example: Which graph is best for
displaying/recording test scores as they are being graded = line plot
- Example: Which graph is best for
displaying points scored in a season = stem and leaf plot
PRE-AP: Will
also have to
- Make a
simple line plot from a set of data – and answer 1-2 questions
- Make a
line graph from a set of data – and answer 1-2 questions
- Graph
(with a DOT) integers on a number line
Students should have notes and practice work on all the
above definitions, statistics and graph work in the ÒnotesÓ section of their
binder (hopefully highlighted) and in their assignment and warm up section of
their binder.
All the above info. Will be on the test.
We will review all material in class before the test
Additional practice comes from Ch 2 in Course I Book
Some of Ch 1 and some of Ch 11 in Course 2 Book