Question

how are (translations, rotations, and reflections) represented as functions

Answer 1

@SithsAndGiggles

Answer 2

@zepdrix

Answer 3

@Zarkon

Answer 4

@e.mccormick

Answer 5

@Destinymasha

Answer 6

hi could you help?

Answer 7

I don't understand the question. It is obvious. They map something to something else and for each preimage, you have an image. That is what the function work.

Answer 8

Then please tell me about that anything would work

Answer 9

How are translations then tell me how rotations then reflections are functions separately

Answer 10

translations are function.
rotations are functions.
reflections are functions, also

Answer 11

I dont care

Answer 12

Can you write it all out by chance? because thats what i need?

Answer 13

for example, if you have C(1.5, 1) then C' must be (1.5, 3)

Answer 14

What grade are you?

Answer 15

11th

Answer 16

I just need it represented not written out the way you did

Answer 17

Like HOW are they represented as functions!

Answer 18

Let me make a short research so that you can get a professional way

Answer 19

Ok thanks!

Answer 20

oh yeah, look at the pic from the right hand side, it says function is a machine when you give it an input, it give out an output. Translation, reflection, and rotation are that kind of machine. When you give it a point, it gives out an associating point under the rule of then"machine"
hehehe.. It's quite clear http://en.wikipedia.org/wiki/Function_%28mathematics%29

Answer 21

yes, I think so, what are you expecting? That's quite clear and so simple. That's why I confused about the question. How they give you that simple question? hihihi

Answer 22

Well I have too talk with my teacher about it so?

Answer 23

If you want to make your life harder, do it. hahahha

Answer 24

I will give you a medal for effort!

Answer 25

no need

Answer 26

Ok?

Answer 27

whatever, redo if you like. To me, medal is nothing