The price of a cell phone model was tracked over a ten-month period. The graph shows the relationship between the price of the phone and the time.
How does part E of the graph relate to the situation?
A.
Part E represents a period when the price decreased at the fastest rate.
B.
Part E represents a period when the price remained the same.
C.
Part E represents a period when the price decreased at a slower rate than in part C.
D.
Part E represents a period when the price was not tracked.
The information provided does not contain a graph or any specific details about part E. Without additional information, it is not possible to determine how part E of the graph relates to the situation.
Without visual representation of the graph, I am unable to answer your question. Please provide more information or describe the graph in detail so that I can assist you further.
To determine how part E of the graph relates to the situation, we need to analyze the shape and direction of the graph in that particular section.
To do this, we should examine the slope of the line in part E. In other words, we need to determine whether the line is steeper, flatter, or the same as in other parts of the graph.
If the slope of the line in part E is steeper than in other parts, it indicates that the price is decreasing at a faster rate. Conversely, if the slope is flatter, it suggests that the price is decreasing at a slower rate. If the line is horizontal (has a flat slope), it means the price remains the same. If there is no line or data present in part E, it means the price was not tracked during that period.
Now, let's examine the graph or dataset provided to determine the specific shape and direction of part E.