Question

8th grade math help! :)

Answer 1

its c

Answer 2

are you sure?

Answer 3

it's the apple

Answer 4

?

Answer 5

yes its c because y = positive 4 the slope is -3 and x= +1

Answer 6

i have more :( can you guys still help me?

Answer 7

what's the formula for point slope form ???

Answer 8

yes i would love too but are u trying them yourself first???

Answer 9

i agree with @Jesuslover14 it is c for sure

Answer 10

yes i am trying them but i failed the first time i tried to do it because it is a 5 question quiz :(

Answer 11

ok i will help u what school do u go to are u homeschooled

Answer 12

yes i am schooled and i go to k12 online schooling

Answer 13

@pinklion23 are you flvs?

Answer 14

?

Answer 15

nvm

Answer 16

I asked a question.

Answer 17

yes what was your question sorry D;

Answer 18

\(\color{blue}{\text{Originally Posted by}}\) @Nnesha
what's the formula for point slope form ???
\(\color{blue}{\text{End of Quote}}\)

Answer 19

SORRY I DONT KNOW THAT ONE

Answer 20

um y=xm? er wait let me think sorry i am bad at math

Answer 21

take your time . think about it
btw y=mx+B is a slope intercept for m not point sope

Answer 22

slope*

Answer 23

y-y1=m(x-x1) i think but i am not sure

Answer 24

yes that's correct \[\huge\rm y-y_1 =m(x-x_1)\] is a point slope form
where m is slope
and passes through point \[\rm (x_1,y_1)\]

Answer 25

for first equation line passes through (1,4) point \[ \rm substitute (x_1,y_1) ~for~~\rightarrow (1,4)\]

Answer 26

so what is the answer for my last question because i am having a hard time figuring this out

Answer 27

we are working on first one .

Answer 28

oh

Answer 29

replace (x_1 ,y_1) order pair with (1,4)
in this ordered pair
first number represent =x-coordinate
and 2nd one represent y-coordinate

Answer 30

i am in ninth maybe i can help but give me a nother question

Answer 31

well with the numbers the question gave me you can plug them in and you get your answer, C

Answer 32

ok im in 8th

Answer 33

what is the question again

Answer 34

alright here is the equation just plug the `numbers`
\[\huge\rm y-y_1 =m(x-x_1)\]
let me know what you get

Answer 35

(1,4)
x_1 = 1
y_1=4 so just plug them into the equation

Answer 36

i am studying this right now in algebra but what numbers do u have to choose @Nnesha