Question

e the coordinates of the vertices after a reflection over the y-
k(
l(
m(

Explanation:

Step1: Find original coordinates

From the graph, the coordinates of \(K\) is \((-9,5)\), \(L\) is \((0,5)\), \(M\) is \((-8,3)\).

Step2: Apply reflection rule over \(y -\)axis

The rule for reflection over the \(y -\)axis is \((x,y)\to(-x,y)\).
For point \(K(-9,5)\), after reflection \(K'=(9,5)\).
For point \(L(0,5)\), after reflection \(L'=(0,5)\) (since \(- 0 = 0\)).
For point \(M(-8,3)\), after reflection \(M'=(8,3)\).

Answer:

\(K'(9,5)\), \(L'(0,5)\), \(M'(8,3)\)