Question

Status: Pending.

Answer 1

please where is the question?

Answer 2

"Graph the image of the following rotation"

Answer 3

hey

Answer 4

hello, do you know geometry well?

Answer 5

not really

Answer 6

please wait I'm doing some computations

Answer 7

hint:
after a rotation of 180 degrees around the origin of the reference system, both coordinates change sign, namely, if the origional coordinates are \((x,y)\), then the new coordinates are \((-x,-y)\)

Answer 8

original*

Answer 9

for example, we have: \(P=(3,1)\), so after rotation, we get:
\(P'=(-3,-1)\)

Answer 10

similarly for other points

Answer 11

okay

Answer 12

Is the correct pre-image and after image of the rotation?

Answer 13

@Michele_Laino

Answer 14

please retry and label each point

Answer 15

@MysticFury

Answer 16

@Daniellelovee

Answer 17

did you read what michele said at all?

Answer 18

Yes, to label each point :)

Answer 19

yes that too but I mostly meant about 3,1 becoming -3,-1

Answer 20

here's what I'm using:
https://app.geogebra.org/#geometry

Answer 21

yes I know I'm familiar with geogebra but you are noty getting it, you simply have to do the opposites of every point

Answer 22

Okay, I'm going to re-do the graph.

Answer 23

0,5 and -1,3 are wrong sorry

Answer 24

hello

Answer 25

I'm giving up...

Answer 26

lol don't is not so difficult trust me

Answer 27

here are the image of the provided points:
\[\begin{gathered}
P \to P' = \left( { - 3, - 1} \right) \hfill \\
E \to E' = \left( { - 4, - 4} \right) \hfill \\
C \to C' = \left( {0, - 5} \right) \hfill \\
D \to D' = \left( {1, - 3} \right) \hfill \\
\end{gathered} \]

Answer 28

images*

Answer 29

please connect those points in the given order @shaleiah

Answer 30

Alright, hang on.

Answer 31

Here are the prime points:

Answer 32

that's right!