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                  When interpreting graphs, take a good look at the graph before your start.  
                 
                   
                     
                       
                         | Be sure you look for the following: | 
                        
                       
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                         • Does the graph have a title? (such as "Books Sold", or "Distance Traveled"?) 
                                Titles usually appear on graphs that represent real-world situations. 
                                They give you a quick impression of what the graph will be about.  
                           •   How are the axes labeled?  (such as time, distance, number of items, etc.) 
                                Look at labels on both the horizontal and the vertical axes.  
                         • What units are used to label the axes? (is distance in inches, feet, miles etc?) 
                              Be careful! Questions about the graph may be using a different unit label. (i.e. yards) 
                         •  What scale is used on each axes? (1 tick mark = 1 mile or 1 tick = 10 miles) 
                              Take particular notice if the scales are different on the two axes. 
                         • What is the shape of the graph? (a line, a curve, parts of a line, dots?) 
                              Most of our graphs will be straight lines, but not all of them. | 
                        
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                   Reading a Basic Math-Style Graph:
                 
                   
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                       This is a basic math-style graph. It deals with a coordinate grid, a line, and a scale. There is no indication that this represents a real-world situation.
                        Look carefully at the scale.  
                       (1 unit per tick mark on both axes) 
                       Look at where the line crosses the y-axis.   b =  (0,3) 
                        
                       Look carefully at the slope of the line.    m = -3/2 
                       (rise over run)  
                       The equation of the line:        | 
                    
                  
                    
                    
                  
                   Reading a  Graph that Models a Situation:
                  
                 
                   
                   
      
        
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