
Distribution of Data
Presentation
•
Mathematics
•
9th Grade
•
Practice Problem
•
Medium
Anna Lupica
Used 241+ times
FREE Resource
6 Slides • 9 Questions
1
Distribution of Data
We can use the shape of a graph to determine how the data is distributed.
2
Normal Distribution
Also known as symmetric or bell shaped. This is when the graph is split in half and both sides look identical.
3
Positively Skewed
Also known as Skewed to the RIGHT.
This is when the data has a "Tail" on the right side of the graph.
4
Negatively Skewed
Also known as Skewed to the LEFT.
This is when the graph has a "Tail" to the left.
5
Uniform
This is when the graph looks the same and the data is evenly spread out. There are no high peaks and it will make a somewhat rectangular shape.
6
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
7
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
8
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
9
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
10
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
11
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
12
Stem and Leaf Plots
These can be skewed as well
You want to imagine turning the chart to it's side and seeing if it has a "Tail" to the left or right.
The picture shows an example of a positive skew (skew to the right)
13
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
14
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
15
Multiple Choice
How is the graph distributed?
Normally
Skewed to the Left
Skewed to the Right
Uniform
Distribution of Data
We can use the shape of a graph to determine how the data is distributed.
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