If you know what to look forand look out forgraphs can be very useful to you. If you are not careful, though, they can be very manipulative.
Graphs must be viewed carefully for the following reasons:
1. The number axis begins at zero. The axis that measures something in the graph (whether dollars, bottle caps, tons, or units) should begin with zero so that the measurement scale is shown whole rather than in part. An axis that begins with a number larger than zero is usually a sign that the graph creator is distorting the graphemphasizing an increase, for example. As a simple exercise, find a bar graph whose number axis does not begin at zero and, according to the scale of the graph, draw the bar lines down to zero. What difference in impression do you get from the two graphs?
2. Both axes are labeled. If one of the axes is not labeled, you don't know what is being displayed. All you have is a vague visual representation. Unlabeled axes produce a graph that is the visual equivalent of emotive languageall sizzle and no steak.
3. Numbers are identified (dollars, percent, births, etc.). Labeling an axis with 10, 20, 30, 40 doesn't mean much if you don't know that those numbers represent.
4. X to Y axis scaling is fair. A favorite technique of deception is to stretch one axis out either to exaggerate or understate a trend. The X axis is the horizontal axis. The Y axis is the vertical axis. For line graphs, if the X axis is stretched out relative to the Y axis, the line will take on a less steep look, reducing the impression of any upward or downward trend. If the X axis is scrunched or reduced relative to the Y axis, the line will look steeper than it otherwise would.
5. The graph as a whole is not deceptive. Taken in its entirety, does the graph present a fair representation of the data?
In a table, look for the following characteristics:
1. What is it? What is being represented—births, deaths, birth rates, yearly data, trends, etc.
2. Where is it? Is this information about the world, the US, California, a city?
3. When is it? Is this for a particular year, a series of years, a particular month, an average month?
4. Which direction is the chronological progress? That is, if the table is annual totals for something, do the years increase from right to left or left to right? Many sources use left to right, which is good for graphing and makes chronological sense. Other sources, however, present most recent data first, and allow you to compare earlier data as you move to the right. (In the latter case, "most recent" is on the left end rather than on the right end.)
5. What is the unit key or legend? Are the numbers in units,
percent, millions, or what? Look for a legend. This is a critical piece
of information to determine, because it will affect profoundly the meaning
of the table. For example, look at this table:


1996  1997  1998  1999  2000 
121  136  134  140  138 
What does this table tell us? Unless we know what the 121 stands for, we really do not know how many sodas were consumed in 1996. Do those numbers represent
(USA, calendar year) (in millions of gallons) 

1996  1997  1998  1999  2000 
121  136  134  140  138 
A key to working with information in tables is to realize that the unit
listed in the table may not be the unit you need to work with. The table
may present 40gallon barrels and you may need to calculate millions of
gallons. Or the table may show a rate per thousand people and you will
need to know per hundred or per ten thousand. So be prepared to convert
one unit value to another.