The transformation is a translation of 7 units in the x-axis and (-1) in the y-axis.
We can write this transformation for a point P=(x,y) as:
[tex]P=(x,y)\longrightarrow P^{\prime}=(x+7,y-1)[/tex]
Then, if we apply the transformation to J, F and N we will get:
[tex]J=(-3,1)\longrightarrow J^{\prime}=(-3+7,1-1)=(4,0)[/tex][tex]F(-2,3)\longrightarrow F^{\prime}=(-2+7,3-1)=(5,2)[/tex][tex]N=(-2,0)\longrightarrow N^{\prime}=(-2+7,0-1)=(5,-1)[/tex]
The transformed points are J'=(4,0), F'=(5,2) and N'=(5,-1).
