Question

See attachment.

Answer 1

for reflection just change the sign of the x_coordinates

for translation, add 4 to each x_coord. subtract 1 from the y_coord

Answer 2

@Sakigirl --> are you here now?

Answer 3

Yes.

Answer 4

Do you think the task here is to reflect those two points about the line y = -x? That would be as if we drew a grid, graphed the line y = -x. Then, we would ink up points F and G and fold the graph paper with a crease on the line y = -x. We then look to see where F and G ended up and write down those coordinates.

Answer 5

Yes, I think so

Answer 6

@ sakigirl --> Rather than wasting your time, I need to get my Geometry book out and study this chapter. I didn't study it. We did solids and then locus problems. Do you have work to do tonight that is not tranformation geometry?

Answer 7

I'm sorry for the delay. I just have to study this.

Answer 8

Oh it's okay :)

Answer 9

oh i see i made a mistake, i thought you were reflecting about y-axis

to reflect about line y=-x
say you have point (a,b) then reflected point is (-b,-a)