Question

the vertices of △jkl are located at j(-1,6), k(0,0), and l(2,-5). the translation (x,y)→(x - 4,y) slides △jkl to congruent △jkl. determine the coordinates of j, k, and l. > enter the answer in each space provided. use numbers instead of words. j ( , ) k ( , ) l ( , )

Explanation:

Step1: Find coordinates of $J'$

For point $J(-1,6)$, apply the translation $(x,y)\to(x - 4,y)$. So $x=-1-4=-5$ and $y = 6$.

Step2: Find coordinates of $K'$

For point $K(0,0)$, apply the translation. So $x=0 - 4=-4$ and $y = 0$.

Step3: Find coordinates of $L'$

For point $L(2,-5)$, apply the translation. So $x=2-4=-2$ and $y=-5$.

Answer:

$J'(-5,6)$
$K'(-4,0)$
$L'(-2,-5)$