Question

help please(ss below)

Answer 1

Y-axis: Vertical line

It's reflecting, so the coordinates of A, B, C will be the opposite.

A graph is labeled like...

Quad 2 | Quad 1
~~~~~ ~|~ ~~~~~
Quad 3 | Quad 4

Quad 1 is all positive (1,1)
Quad 2 is negative, positive (-1,1)
Quad 3 is negative, negative (-1,-1)
Quad 4 is positive, negative (1,-1)

Your points:
A (1, -3)
B (5, -1)
C (2, -5)

The triangle is in Quad 4. It is reflecting across the Y-axis. It's reflecting into Quad 3. `Quad 3 is negative, negative`

Answer 2

so it would be -1,-1 sence it is moving into a negative areas's?

Answer 3

Yes, but your points are;

`A (1, -3)- B (5, -1) - C (2, -5`

Answer 4

mb mb i looked at ur thing and i confused my self

Answer 5

so it'd be -1, -3?

Answer 6

Yes. (-1, -3) for A.

What would B and C be?

Answer 7

-5,-1 and -2,-5?

Answer 8

Correct. Good job.

Answer 9

thanks

Answer 10

And remember...

Reflecting: It is flipping `over` the X/Y axis. So the point numbers stay the same, just the sign (-, +) change.

And your welcome.

Answer 11

uh? it just said that it's incorrect

Answer 12

Ss it.

Answer 13

What was `2) < 4.5 >` for?

Answer 14

wym?

Answer 15

What was this for

Answer 16

idk???

Answer 17

Hmm.

I'll have to see what that is for. Hold on...

Answer 18

alright

Answer 19

Sorry, I couldn't find anything. ;/ I tried.

Answer 20

its alright thanks anyways doe

Answer 21

@darkknight - You have any idea what that is for?

Answer 22

@jhonyy9

Answer 23

\(\color{#0cbb34}{\text{Originally Posted by}}\) @QuestionCoveBot
What was this for
\(\color{#0cbb34}{\text{End of Quote}}\)
x, y- coordinates, I would assume you translate 4 units right 5 up

Answer 24

Oh. Oh. Oh. Oh.

So Quinton, hope you have another attempt?

Answer 25

yea i do

Answer 26

so i'd flip it over to the 3rd quaderant and then add it 4 units right and and 5 up?!?!?!

Answer 27

Okay. So our new points after reflecting are...

A (-1, -3)
B (-5, -1)
C (-2, -5)

And then... since 4, 5 is X, Y (looked it up)

You add 4 to...

-1
-5
-2

And you add 5 to...

-3
-1
-5

Answer 28

In equation form...

X-coordinates
\[4+(-1)\]\[4+(-5)\]\[4+(-2)\]Y-coordinates
\[5+(-3)\]\[5+(-1)\]\[5+(-5)\]

Answer 29

so
-5
-9
-6
and then
-7
-5
-9

Answer 30

?

Answer 31

No. You forgot the negative sign.

Here... I'll do one for you.
\[4+(-1)\]It's like subtracting 4 and 1. 4-1 is 3. 4+(-1) is 3.

Answer 32

so the green part would be -3???

Answer 33

or 3

Answer 34

?

Answer 35

No, not -3, 3.

Answer 36

So...

Answer 37

3
-1
2

Answer 38

Correct. Those would be your points after reflecting across the Y-axis, then adding 4 to x-coordinates, 5 to y-coordinates on the reflected points. Hope you understand this.

Answer 39

fish + fish = fish k gotcha

Answer 40

So you do understand what I mean?

Answer 41

so the first number would be 7 right?

Answer 42

Where are you getting 7 from...?

Answer 43

"then adding 4 to x-coordinates"

Answer 44

Alright, I confused you.

This is the coordinates after you added and reflected.

A (3, 2)
B (-1, 2)
C (2, 0)

\(\color{#0cbb34}{\text{Originally Posted by}}\) @xXQuintonXx
3
-1
2

2
4
0
\(\color{#0cbb34}{\text{End of Quote}}\)

Answer 45

and?

Answer 46

The coordinates...

Answer 47

so thats the answer?

Answer 48

thanks qcb

Answer 49

Yes.

Your welcome.

Answer 50

the y axis is wrong for B.

Answer 51

What did you put?

Answer 52

2

Answer 53

Ah, okay.

Going back the reflected points...

B's y-coordinate was -1

You add 5 to y.

Like I said before, 5+(-1) is like 5-1.

What is 5+(-1) then?

Answer 54

it'd be 4

Answer 55

Correct.