Point g is rotated 90ﾟ the coordinate of the pre image point g was (7 ,-5), and its image g is at coordinate (5, 7) what is the direction of the rotation

The direction of the rotation is counterclockwise about the origin.

Step-by-step explanation:

A Rotation is a transformations in which a figure is rotated about a specific point, which is the know as "Center of rotation". Rotation is described in terms of degrees. The initial figure is called "Pre-image" and the rotated figure is called "Image". According to Rule for 90° counterclockwise rotation about the origin:

          →

In this case, we can observe that the coordinates of the Pre-image of the Point G are:

And the coordinates of its Image are:

Then:

→

→

Therefore, the direction of the rotation is counterclockwise about the origin.

X= 35/ (y-4)

35 divided by Y-4