What is the image point of (4, -6) after the transformation R90° O Ty=2?
![What is the image point of 4 6 after the transformation R90 O Ty2 class=](https://us-static.z-dn.net/files/dca/9b3c1c512f324a3ae195687a4f86400f.png)
Answer:
(6, -4)
Explanation
Note that when rotating an image 90° clockwise, the coordinate (x, y) will be (y, -x)
Given the coordinate (4, -6) when roatated 90° clockwise, the resulting coordinate will be at (-6, -4)
Reflecting (x, y) over the y-axis will result in the coordinate (-x, y)
Reflecting (-6, -4) over y axis will give (-(-6), -4) = (6. -4)
Hence the required coordinate will be (6, -4)