We can describe the transformation from the original points to the scaled points as:
[tex]P=(x,y)\longrightarrow P^{\prime}=(kx,ky)[/tex]In this case, W=(8,4) and k=1/4.
Then, the scaled point is:
[tex]W=(8,4)\longrightarrow W\text{'}=(\frac{1}{4}\cdot8,\frac{1}{4}\cdot4)=(2,1)[/tex]The coordinates of W' will be (2,1).
Option B is the answer.
