Question

Last Question @bibby please.

Answer 1

would it be d?

Answer 2

first, we'll do the "glide"
work backwards. if we push the point down 5 y units and end up (-8.-3) what was the point before the glide?

Answer 3

what? um. . . you worded that confusingly but im assuming the answer to your question would be -3? when its glided it would be -8 (again assuming) so that is why im getting D

Answer 4

I'll draw it out on a graph again

Answer 5

what we have is the red point. This was after we applied the transformation \((x,y)\longrightarrow (x,y-5)\) (meaning go DOWN 5 units, right?)

Answer 6

forgot the graph

Answer 7

so if we're working in reverse we have to go up 5 units

Answer 8

ohhhhhhhh would it be (-8, 2) ? B?

Answer 9

yes! what we have now is the green point but we have to complete the reflection part of the "glide reflection" by flipping it over the purple line

Answer 10

laaawwwwwwwd thats confusing. is there any way you can dumb it down?

Answer 11

because theres no purple line on the graph you showed me

Answer 12

please kill me

Answer 13

forgot to update it

Answer 14

im sorry xD

Answer 15

sorry my brain is all over the place. talking to like 6 different people, sensory overload

Answer 16

it would end up -2, 2

Answer 17

yeah

Answer 18

ok thank you so much :) ill leave you alone now

Answer 19

it's cool, you're not bothering me

Answer 20

to test it out, reperform the glidereflection in the different orders

1) start with (-2,2) reflect over x=-5, perform the (x,y-5) translation
2) start with (-2,2) perform the (x,y-5) translation, reflect over x=-5,

Answer 21

-3, 2

Answer 22

i believe

Answer 23

which one are you doing, is that method 1 after the reflection?

Answer 24

yeeah i think so