Question

@pooja195

Answer 1

I need these answered ASAP

Answer 2

It wont let me respond to you in private messages. It says I can only respond if your my my fan. Ill try and help, but ill need a few ,ins. Okay?

Answer 3

Okay I just fanned you. Okay. But remember I need this as quick as possible cause I have a family thing

Answer 4

ok
#2

Answer 5

Is is perpendicular?

Answer 6

@pooja195

Answer 7

Well if you isolated y in the 2nd equation you get
y=4x+5/8

Answer 8

What does this tell you?

Answer 9

HINT the slopes are opposites

Answer 10

Parallel?

Answer 11

They don't have the same slope one is pos while the other is neg.

Answer 12

So neither

Answer 13

@pooja195

Answer 14

good

Answer 15

For#1

\[\huge y-y_1=m(x-x_1)\]
where
m=slope
(x1,y1)

Answer 16

\[\huge~\rm~y-8=2(x-3)\]
isolate y

Answer 17

Need help ?

Answer 18

Yes please

Answer 19

Start by distributing the 2
2 x X = 2x
2 x -3= ?

Answer 20

-6

Answer 21

good so
y-8=2x-6
now add 8 to both sides
-6+8=?

Answer 22

2

Answer 23

good so the line that is parallel is
y=2x+2

Answer 24

Have you attempted #3?

Answer 25

I think it is missing some info

Answer 26

"pair"
theres only 1 equation...

Answer 27

oops sorry

Answer 28

First we need to isolate y
\[\huge~\rm~-2x+2x+10y=5+2x\]
\[\huge~\rm~10/10y=2x/10+5/10\]
\[\huge~\rm~y=1/5x+1/2\]

Answer 29

So compare this to the other equation and tell me what you think the answer is :)

Answer 30

How did you do that?

Answer 31

@pooja195

Answer 32

The stpes are there i listed it so you can tell what i did.

Answer 33

*steps

Answer 34

I don't know

Answer 35

?
What don't you know?

Answer 36

How to do it... I'm sorry

Answer 37

No need to be sorry!
First we need to isolate y
\[\huge~\rm~-2x+2x+10y=5+2x\]
\[\huge~\rm~10/10y=2x/10+5/10\]
\[\huge~\rm~y=1/5x+1/2\]

Answer 38

See these steps?
this is serperated into part...
I already isolated y for you
You need to tell me if its perpendicular,parallel, or neither.

Answer 39

I honestly think perpendicular

Answer 40

But I also think that is wrong at the same time

Answer 41

Perpendicular is correct because they are just the opposite of each other
whenever a slope is opposite they are perpendicular

Answer 42

This changes the answer for #2 too

Answer 43

How? What do you mean, @pooja195 ?