Okay,actually there is only one answer for the image.
Here is how to find it:
1- Point represents and on So when we sub those points in we get .
2- To find the image of point of , first you got to realize that is the parent function of which has just been moved around. So for x co-ordinate for the image, we got to find the number for x in the transformed function that would make the transformed function have and that would be the image co-ordinates for x value. Your transformed function would look like this
Therefore when x= -4we get 2. x= -4 is the x-co-ordinate of the new image point.
Now to solve for y point, we do some substitution.
Since we sub in for in the transformed function and then solve for y.
Therefore the image of point (3,2) on the function is (-4,-10) on the function of
Hope this helped if you have more questions just ask
EDIT: Another way of solving this problem would be by applying the transformations to (2,3) in the transformed function