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Write an equation in point-slope form of the line through the given points. Then write the equation in slope-intercept form. #11. (4,0), (-2,1) #12. (-3,-2), (5,3) #13. (-5,1), (3,4) Thats all they give you. And YES I do know the Formulas: Point-slope: y-y1=m(x-x1) Slope-intercept: y=mx+b Slope: m=y2-y1/x2-x1

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first.., find the slope using the third formula that you write.., then use point-slope formula to find the equation..
m=y2-y1/x2-x1 (4, 0) (-2, 1) m=1-0/-2-4 m=1/-6 m=y2-y1/x2-x1 (-3, -2), (5, 3) m=3-(-2)/5-(-3) m=5/8 m=y2-y1/x2-x1 (-5, 1) (3, 4) m=4-1/3-(-5) m=3/8
SLOPE= -0.16

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Other answers:

@Butterfly16 Thats what I've done before, but then people come along, and tell me I'm wrong! ):
And why are you finding the slope 3 times?
because you have three questions and each question have equation... :)
oh, well I'm on #11.
y-y1=m(x-x1) (4,0), (-2,1) y-0=(1/-6)(x-4) y-0= -0.16x+0.7 y=-0.16x+0.7 Yeah, I just finding the slope for all of them. :o)
Im so freaking confused.
now.., using the similar way.., you can solve questions #12 and #13 can you? :)
y1 and x1 just stand for the points. So (4, 0) is the point, so y1 is 0 and x1 is 4. That would the equation for the point-slope form for that set of points.
but you have to write it in point-slope form?!
Then, I guess you can just plug in the numbers into the point-slope form so it'd just be: y-0=(1/-6)(x-4)
but don't you have to do 2 equations because of (4,0) and (-2,1)
@Butterfly16 has write it in slope-intercept form slope-intercept form is y = mx+ c , No.., points (4,0) and (-2,1) are on the same line.., so just choose one of them..
because like that?
Yip, the line would look like that. :o)
yup.., it's for the second line... :)
Awesome job! :o)
y-y1=m(x-x1) y--2=1/2(x--3) help
The points for number 12?
@erdog82 Kinda.
#12. i got that far but I'm stuck now.
y-y1=m(x-x1) (-3, -2) (5, 3) y-(-2)=(5/8)(x-(-3)) y+2=0.625x-1.875 y=0.625x-3.875
but y=mx+b
Yup, so for #12 it'd be y=0.625x-3.875
but thats y=mx-b it should be y=mx+b though right?
why are you guys using decimals? fractions are easier
no, it depends, if you are adding a negative, its the same as subtracting, and its okay @MaeganR
Can someone show mw how you get #13 now?
4-1/ 3--5 (or 3+5) so what is that?
And @erdog82 what are you doing?
how do you get from y-1= 3/8 x--5 to y=mx +b form?
its as simple as adding 1 number
idk. I was trying to do it like @Butterfly16 was doing it.
oh and its y-1=3/8 x+5
so you add 1 to 5 and you get..
y=3/8x+6 ?
so its y=3/8 x +6
wasn't that easier than you thought?
A lil bit
Well, it seemed like the other people were kinda confusing..
just a little
well.. your done!

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