Question

reflect jkl over the x - axis. record the coordinates of the image below.

Explanation:

Step1: Recall reflection rule

The rule for reflecting a point $(x,y)$ over the $x - axis$ is $(x,-y)$.

Step2: Identify coordinates of J

Assume the coordinates of point J from the graph are $(-6,-7)$. Applying the reflection rule, for J$(-6,-7)$, the new coordinates J' will be $(-6,7)$.

Step3: Identify coordinates of K

Assume the coordinates of point K from the graph are $(-5,-2)$. Applying the reflection rule, for K$(-5,-2)$, the new coordinates K' will be $(-5,2)$.

Step4: Identify coordinates of L

Assume the coordinates of point L from the graph are $(-2,-3)$. Applying the reflection rule, for L$(-2,-3)$, the new coordinates L' will be $(-2,3)$.

Answer:

J'(-6,7), K'(-5,2), L'(-2,3)