If triangle DEF is translated 5 units down, what will be the coordinates of point E’ in the image?
(−1,3)
(4,−2)
(9,3)
(4,8)
If triangle DEF is translated 5 units down, what will be the coordinates of point E’ in the image?
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If triangle DEF is translated 5 units down, what will be the coordinates of point E’ in the image?
(−1,3)
(4,−2)
(9,3)
(4,8)
To determine the new coordinates of point E’ after translating point E down by 5 units, we start with the given coordinates of point E.
Let’s take the possible coordinates one by one and apply the translation:
1. For E at (-1, 3):
– Translating down 5 units:
– New y-coordinate = 3 – 5 = -2
– New coordinates = (-1, -2)
2. For E at (4, -2):
– Translating down 5 units:
– New y-coordinate = -2 – 5 = -7
– New coordinates = (4, -7)
3. For E at (9, 3):
– Translating down 5 units:
– New y-coordinate = 3 – 5 = -2
– New coordinates = (9, -2)
4. For E at (4, 8):
– Translating down 5 units:
– New y-coordinate = 8 – 5 = 3
– New coordinates = (4, 3)
Among the options provided, the coordinate (4, -2) (which corresponds to point E at (4, 3) after translation) is not given, so let’s analyze:
The final answer for E’ based on translation can be calculated from the original coordinates (not given here) but if we assume E is at (−1, 3),