Rule for a rotation 90º:
[tex]P(x,y)\rightarrow P^{\prime}(-y,x)[/tex]
Use the rule above to find the coordinates of the preimage:
[tex]P^{\prime}(x,y)\rightarrow P(y,-x)[/tex][tex]\begin{gathered} V^{\prime}(-3,2)\rightarrow V(2,-(-3)) \\ V(2,3) \\ \\ W^{\prime}(5,1)\rightarrow W(1,-5) \\ \\ X^{\prime}(0,4)\rightarrow X(4,0) \\ \\ Y^{\prime}(-2,0)\rightarrow Y(0,-(-2)) \\ Y(0,2) \end{gathered}[/tex]Then, the coordinates of VWXY are:V(2,3)W(1,-5)X(4,0)Y(0,2)
