Since the slope of a line is given by the formula (change in y)/(change in x), we can find the slope of the line formed between point D and point E. Let's call the coordinates of point D (x1, y1) and the coordinates of point E (x2, y2). The change in y is y2 - y1, and the change in x is x2 - x1.
Similarly, let's call the coordinates of point A (x1', y1') and the coordinates of point B (x2', y2'). The change in y' is y2' - y1', and the change in x' is x2' - x1'.
We are not given the coordinates of point D, point E, point A, or point B, so we cannot directly compute the slope of the line formed between point D and point E or the slope of the line formed between point A and point B. Therefore, the answer to the question "What is the slope of the line formed between point A and point B?" cannot be determined with the given information.
The slope of the line formed between point D and point E on the graph is .
What is the slope of the line formed between point A and point B?
A. -2
B. -1/2
C.1/2
D. 2
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