Question

Find the point-slope form of the line that passes through given the point and has the given slope. (0, 0)
m = 2

Answer 1

@sleepyjess ..?

Answer 2

Do you know what point slope form is?

Answer 3

No. Just slope and slope-intercept form

Answer 4

you want to get an equation in the for y=mx+c

where m is the gradient(slope) and c is the y intercept

to get the equation of the line you use an equation
y-y1=m(x-x1)
where y1 is the y value in the set of coordinates given, and x1 is the x value in the coordinates given

substitute the values in

Answer 5

Point-slope form: \(y-y_1 = m(x-x_1)\). \(y_1\) and \(x_1\) are the given coordinate, and m is the slope.

Answer 6

@amorfide I thought the slope-intercept form was y=mx+b, not plus c.

Answer 7

+c or +b same thing

Answer 8

it doesnt matter b it or c
you can use any variabels

Answer 9

any letters

Answer 10

Not the same thing.

Answer 11

they are both constants... just different label

Answer 12

same thibng

Answer 13

And again... Not the same thing. Is the letter "b" the exact same letter as "c"? Nope, didn't think so. Try again

Answer 14

yes

Answer 15

q=w=e=r=t=y=u=i=o=p=a=s=d=f=g=h=j=k=lz=x=c=v=b=n=m

Answer 16

y=ax+b is also the form of slope-intr

Answer 17

there is no difference

Answer 18

letter b is the same as letter c in the point-slope equation using the same set of coordinates and gradient
I love how you are getting mad over a different representation rather than allowing help

Answer 19

Not getting mad. I told you yesterday or the day before, that I don't want help from you. @amorfide