A'' is the image of A(-4, 1) after the composite transformation   and  with a rotation centered at the origin. Find the coordinates of A''.

If A has coordinates (2, -4) and is reflected over the y-axis, find the coordinates ofA'.

The image of the point (-4, 3) under a rotation of 90° (counterclockwise) centered at the origin is ______.  Answer in (x, y) format.

What is the image of the point A(3, -4) under the dilation by factor 2 with center of dilation at the origin followed by translation by the vector (-1, 1)

The point A(1,5) is rotated 90° clockwise around the origin. What are the coordinates of the resulting point, A'?

Using the image below, find the coordinates of A′ after a dilation with a scale factor of 2, centered at (4, -2).