Question

help please(ss below)

Answer 1

i multiply all of the x axis by 3 right?

Answer 2

and then all of the y axis by -2?

Answer 3

No. Let me get you through the first step first.

Answer 4

ok

Answer 5

A (-6,-3)
B (-1,-4)
C (-5,-1)

This triangle is in Quadrant 3. Negative, negative

It's reflecting across the x-axis. Flipping up. Reflecting into quadrant 2.

Quad 2 is negative, positive

Answer 6

soo all of the numbers on the y axis turn positive?

Answer 7

Yes.

Answer 8

A x axis is wrong

Answer 9

What did you put?

Answer 10

-6

Answer 11

Wait. Forgot a step. My bad.

Answer 12

its gud

Answer 13

So, after reflecting, the coordinates are:

A (6,-3)
B (1,-4)
C (5,-1)

Step 2.
(3,-2)

Add 3 to...
6
1
5

Add -2 to...
-3
-4
-1

Answer 14

9
4
8

Answer 15

Correct.

A (9,-5)
B (4,-6)
C (8,-3)

Answer 16

A axis is still wrong

Answer 17

*x axis

Answer 18

It started as -6

Reflected across the x-axis, making it 6.

Add 3, making it 9.

It shouldn't be wrong.

Answer 19

its incorrect

Answer 20

Show me.

Answer 21

\((-x,-y) \rightarrow (x,-y)\)

\((x+3,y-2)\)

easy as i can make it rlly...

Answer 22

Yeah, so it shouldn't be wrong. :/

Answer 23

ima just start putting in random numbers then until it shows up

Answer 24

bc i cant do the next one without doing this one

Answer 25

got it

Answer 26

it was -3

Answer 27

How- what.... But....

Answer 28

It's reflecting, so it becomes 6. It doesn't stay negative. Then you add 3....

Answer 29

see -3

Answer 30

and now y axis for A is incorrect

Answer 31

This doesn't make sense that it would be wrong. Nor that A x-axis is -3. Oh my gosh. Ahhhhhhhhh.

Answer 32

\(\color{#0cbb34}{\text{Originally Posted by}}\) @Extrinix
ohhh
\((-x,-y) \rightarrow (y,-x)\)

\((y,-x) \rightarrow\) opposite of \((y,-x)\) ??

\((-y,x)\) ???
\(\color{#0cbb34}{\text{End of Quote}}\)

Answer 33

????

Answer 34

Are you able to do other questions, and skip this, or no...?

Answer 35

nope

Answer 36

should i just guess all the answers and move to the next one?

Answer 37

You never saw that. Just wait until @AZ is on.

Answer 38

lol

Answer 39

alright

Answer 40

@AZ

Answer 41

Sadly, he won't be on until later or tomorrow. ;c I suggest asking your teacher for help.

Answer 42

ah ight and i cant bc im not in school lol im doing something called acellus its sum that kids do if they switched from going to school to virtural and my parents swithced me over to virtural so that i can help at home more

Answer 43

I mean like, ask through a way to contact your teacher.

Answer 44

hold up ima just try to find a way around dis problem

Answer 45

WTH

Answer 46

i just went to go guess numbers

Answer 47

so i was gonna start at 1 and keep on going

Answer 48

What did you guess...

Answer 49

clicked 1 and entered it

Answer 50

and then 2 without relizing this

Answer 51

So- it was 12?

Answer 52

What the- I-... ._.

Answer 53

Okay, well just guess for the rest then. ;c

Answer 54

it still dont make sence lol

Answer 55

last number was -1

Answer 56

😤 WTHHHHHHH- ahhhhhhhhh. ._. Wow. Good job.

Answer 57

i honestly didnt get this one, like i didnt understand it

Answer 58

Me neither. ;/

Answer 59

ight next question then ig

Answer 60

You messed up in the initial step. When you're reflecting across the x-axis, you're going to be changing the sign of the y-value

So you're going from

(x, -y) ---> (x, y)



And then after that, translate the x-coordinate 3 units to the right
and the y-coordinate by -2
(so 2 units down)

Answer 61

@questioncovebot

Answer 62

\(\color{#0cbb34}{\text{Originally Posted by}}\) @xXQuintonXx
soo all of the numbers on the y axis turn positive?
\(\color{#0cbb34}{\text{End of Quote}}\)

You were correct here but then QuestionCoveBot went completely off the tracks here

\(\color{#0cbb34}{\text{Originally Posted by}}\) @QuestionCoveBot
So, after reflecting, the coordinates are:

A (6,-3)
B (1,-4)
C (5,-1)

Step 2.
(3,-2)

Add 3 to...
6
1
5

Add -2 to...
-3
-4
-1
\(\color{#0cbb34}{\text{End of Quote}}\)

Answer 63

Because he reflected it across the y-axis and not the x-axis

Answer 64

That's my bad. Oops.

Answer 65

was i correct on my thing @AZ?

Answer 66

The quote feature isn't working right now for replies that have LaTeX in them hmm

Your initial reply was wrong since you're flipping across the y-axis and not the x-axis.
(See attached)

Answer 67

And your revised reply was also wrong... you're trying to do some sort of rotation instead