Question

Indicate in standard form the equation of the line passing through the given points.

R(3, 3), S(-6, -6) @some1

Answer 1

Yay. okai so. do you know how to find slope with theeeseee?

Answer 2

yup

Answer 3

whatcha get for the slope? i'll check and make sure it's right...

Answer 4

sureeeeee -.-

Answer 5

YES GJ! it IS 1! :)

Answer 6

is it..

Answer 7

omg-.-

Answer 8

lol yea. should i show you?

Answer 9

fine..u had to disrupt me

Answer 10

:O i'm sorry. tell meh. did you get how i did that?

Answer 11

whell... u disrupted me.. what do i do next?

Answer 12

-.- i'm sorry. did you get 1 using the slope formula?

Answer 13

YES!

Answer 14

3+6!!!!!!!!

Answer 15

no. -9-3/-9-3...

Answer 16

same thing..

Answer 17

;D

Answer 18

im soo mean..sorrry

Answer 19

xD ok. anyway,

So you would substitute that slope into

ax+y=b.

So right now, your equation should have

1x+y=b.

Using one of the coordinate pairs given, substitute the values into the above equation and find b. Once you have the value of b, just put it back into the above equation! For example,

1(-6)+(-6)=b
-12=b

Sooooo:

x+y=-12.

der ya gooo :D and ish okai i don't mind if you're mean :) Comment if you don't get anythingggg

Answer 20

:ooooooooooooooooooooooooooooooooh

Answer 21

you don't get it? :(

Answer 22

i got it.. hold on

Answer 23

:Dthanks!!

Answer 24

<3

Answer 25

wait.. @some1.. so with these..
A(4, 1), B(5, 2)
why is this answer wrong.. y=x-3

Answer 26

okai so let's start from beginning.

2-1/5-4=1 so your slope is right. gj =)

So it should look like this: 1x+y=b

1(4)+1=b
5=b
x+y=5. der it isssss =)

Answer 27

wait... so i cant take B(5, 2).. i have to do it with A?

Answer 28

you can. look.

1(5)+2=b
7=b.

x+y=7.

You can do it with either. But problem is, your equation doesn't match either one :P

Answer 29

oh..

Answer 30

both answers are right?

Answer 31

yush. i believe so.

Answer 32

oh..

Answer 33

lemme double check, i'm doubting myself too nao :P

Answer 34

yep it works.

Answer 35

ok:)

Answer 36

Here use this and graph both.

http://go.hrw.com/math/midma/gradecontent/manipulatives/GraphCalc/graphCalc.html

The reason they are both on the same line is because of the slope. When the slope and the entire equation except b is exactly the same, the line is basically the same line.

Answer 37

k :D

Answer 38

lol. a medal for hard work :P

Answer 39

hahaha ;D thanks