The graph which shows the pre-image of quadrilateral ABCD and the image A’ B’ C’ D’ after the rotation is graph number 1.
What is rotation of figure?
Rotation of a figure is the transformation of it about a point in either clockwise or anticlockwise direction.By rotating, a figure changes the point of the figure.
The quadrilateral ABCD and point E in the graphed in the figure below. This quadrilteral is rotated r(135°, E) in order to construct quadrilteral A’ B’ C’ D’ .
The rotation of the figure is 135 degrees. This angle can be break as,
[tex]\theta=135\\\theta=90+45[/tex]
The angle is rotated 90 and 45 degrees. To rotate 90 degree, the angle must be flliped 90 degree clockwise from point E keeping the point c at center.
After this the 45 degree more the figure is rotated. This is shown accurately in the figure A.
Thus, the graph which shows the pre-image of quadrilateral ABCD and the image A’ B’ C’ D’ after the rotation is graph number 1.
Learn more about the rotation of figure here;
https://brainly.com/question/26249005
