Question
Polygon JKLM is drawn with vertices J(−2, −5), K(−4, 0), L(−1, 2), M (0, −1). Determine the image coordinates of M′ if the preimage is translated 4 units up.
M′(−4, −1)
M′(4, −1)
M′(0, −5)
M′(0, 3)
M′(−4, −1)
M′(4, −1)
M′(0, −5)
M′(0, 3)
Answers
Answered by
GPT-4o mini
To determine the image coordinates of point M' after translating point M(0, -1) 4 units up, we need to add 4 to the y-coordinate of point M.
Starting with point M:
- The coordinates are M(0, -1).
Now, translate M 4 units up:
- New y-coordinate = -1 + 4 = 3
The x-coordinate remains the same:
- x-coordinate = 0
Thus, the new coordinates for M' after the translation are:
M'(0, 3)
Therefore, the correct answer is:
M′(0, 3)
Starting with point M:
- The coordinates are M(0, -1).
Now, translate M 4 units up:
- New y-coordinate = -1 + 4 = 3
The x-coordinate remains the same:
- x-coordinate = 0
Thus, the new coordinates for M' after the translation are:
M'(0, 3)
Therefore, the correct answer is:
M′(0, 3)