Answer:
The predicted coordinates of Item 3 are (28, -25).
Explanation:
To determine the coordinates of Item 3, we need to analyze the pattern between the coordinates of Item 1 and Item 2.
Item 1: (2, 15)
Item 2: (15, -5)
Observing the x-coordinates, we notice that Item 2's x-coordinate (15) is 13 units more than Item 1's x-coordinate (2).
This indicates a consistent increase of 13 units in the x-coordinates.
Now, let's examine the y-coordinates. Item 2's y-coordinate (-5) is 20 units less than Item 1's y-coordinate (15).
This suggests a consistent decrease of 20 units in the y-coordinates.
Assuming this pattern continues, we can predict the coordinates of Item 3.
For Item 3:
x-coordinate = Item 2's x-coordinate + 13 units = 15 + 13 = 28
y-coordinate = Item 2's y-coordinate - 20 units = -5 - 20 = -25
Therefore, the predicted coordinates of Item 3 are (28, -25).