The analysis confirms that the values within the function's range are indeed -5, -1, 0, and 1, as identified by the corresponding characteristics observed in the graph. The correct answers are A, C, D, and E.
The given graph analysis correctly identifies the values within the range of the function. Let's break down each statement:
A. -5: Yes, the graph dips below -5 at its lowest point. This is accurate, as the graph descends below -5.
B. 3: No, the graph never reaches 3. This is correct; if the graph does not intersect the y-value 3, it is not within the function's range.
C. -1: Yes, the graph dips below -1 at multiple points. If the graph descends below -1 at various locations, it is indeed within the function's range.
D. 0: Yes, the graph crosses the x-axis at 0. If the graph intersects the x-axis at 0, it is part of the function's range.
E. 1: Yes, the graph reaches 1 at its highest point. If the graph ascends to 1 at its peak, it is within the function's range.
F. -2: No, the graph never reaches -2. This is correct; if the graph does not touch -2, it is not within the function's range.
Therefore, the correct answers are A, C, D, and E, as the graph exhibits these characteristics, confirming the specified values are within the range of the function.