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Misleading Graphs

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Misleading Graphs Questions to Ask When Looking at Data and/or Graphs Is the information presented correctly? Is the graph trying to influence you? – PowerPoint PPT presentation

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Title: Misleading Graphs


1
Misleading Graphs
2
Questions to Ask When Looking at Data and/or
Graphs
  • Is the information presented correctly?
  • Is the graph trying to influence you?
  • Does the scale use a regular interval?
  • What impression is the graph giving you?

3
Why is this graph misleading?
4
This title tells the reader what to think (that
there are huge increases in price).
The scale moves from 0 to 80,000 in the same
amount of space as 80,000 to 81,000.
The actual increase in price is 2,000 pounds,
which is less than a 3 increase.
The graph shows the second bar as being 3 times
the size of the first bar, which implies a 300
increase in price.
5
A more accurate graph
An unbiased title
A scale with a regular interval.
This shows a more accurate picture of the
increase.
6
Why is this graph misleading?
  • The scale does not have a regular interval.
  • There is no label on either axis.

7
It is most important to display percentages
correctly in order for the graph not to be
misleading.
8
Graphs can be misleading in the news.
  • The margin of error is the amount (usually in
    percentage points) that the results can be off
    by.
  • Be wary of data with large margins of error.

9
From CNN.com
10
Problems
  • The difference in percentage points between
    Democrats and Republicans (and between Democrats
    and Independents) is 8 (62 54). Since the
    margin of error is 7, it is likely that there is
    even less of a difference.
  • The graph implies that the Democrats were 8 times
    more likely to agree with the decision. In
    truth, they were only slightly more likely to
    agree with the decision.
  • The graph does not accurately demonstrate that a
    majority of all groups interviewed agreed with
    the decision.

11
CNN.com updates the graph
12
What to look for
  • Be sure the vertical or horizontal scale starts
    at zero.
  • Be sure both scales and intervals are consistent.
  • Be sure the labels are correct.
  • Make sure the percentages are displayed correctly
    on circle graphs.
  • Be wary of large margins of error!

13
Now, lets practice! ?
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