Step-by-step explanation:
To rotate a point 90° clockwise around the origin in a coordinate plane, we can use the following transformation rules:
For a point \((x, y)\) being rotated 90° clockwise, its new coordinates \((x', y')\) are:
\[x' = y\]
\[y' = -x\]
Given the point M with coordinates (-4, -1):
\[x' = -1\]
\[y' = -(-4) = 4\]
So, the coordinates of point M' after the rotation would be (-1, 4). Therefore, the correct answer is (–1, 4).
