The given point is (3,2).
The transformation is a rotation 90° clockwise around the point (0,1).
The rule for this transformation would be
[tex](x,y)\rightarrow(y,-x)[/tex]
So, the transformation would be
[tex](3,2)\rightarrow(2+1,-3+0)[/tex][tex](3,2)\rightarrow(3,-3)[/tex]
Therefore, the final position of the given point is (3,-3).
