Answer:
B. L ( -7,9), M ( -9, 5).
Step-by-step explanation:
We are given that a triangle KLM with vertices K(1,-4),L(-3,3) and M(-5,-1).
KLM is translated into new triangle K'L'M'.
The vertices of K' (-3,2)
The vertices K(1,-4) change into K' (-3,2).
It means the translation is (x,y) into (x-4,y+6)
By using this translation we get vertices of L and M.
The vertices of L (-3,3)
Vertices of L'
Value of x
x-4=-3-4=-7
Value of y
y+6=3+6=9
Hence, the vertices of L' (-7,9).
The vertices of M(-5,-1) change into M'
Now , we find the vertices of M'
Value of x
x-4=-5-4=-9
Value of y
y+6=-1+6=5
Hence, the vertices of M' (-9,5).
<h3>Therefore, coordinate of L'(-7,9) and coordinate of M'(-9,5).</h3>