Question

Consider reflections of ΔJKL. What line of reflection maps point K to point K' at (–5, 2)? What line of reflection maps point L to point L' at (–2, 3)?

Answer 1

Answer:When a point is reflected it must be reflected over a line

The transformation from K to K' is a reflection over the y-axis

The transformation from I to I' is a reflection over the line y= -x

From the complete question, the given parameters are:

c

       

   

(a) From K to K'

We have:

Notice that, only the x-coordinate of point K is negated to form point K'

This means that: the transformation from K to K' is:

Step-by-step explanation: Answer: y-axis, y=-x