00:01
For this problem, we are going to be finding the point slope and slope intercept form, given the condition of a line passing through two points, the first point being negative 3, negative 2, and the second point being 3, 6.
00:16
So for reference, we know that point slope is equal to y minus y1 equals m x minus x1, as well as slope intercept form being equal to y equals mx plus b.
00:37
I'm going to fix that.
00:41
So that is your slope, and so forth.
00:44
So in order to find this, we need to solve, we need to find an m.
00:48
Because we're not given an m.
00:49
We're given two points, 0 .1, and 0 .2.
00:52
So in order to find m, we're going to use the slope equation of m equals y2 minus y1, equal to x2 minus x1.
01:02
So let's plug in what we know, because we have x1, y1, we have x2, and y2.
01:10
So we have everything we need to solve for m here.
01:13
So y2 is 3.
01:15
Y1 is negative 2.
01:17
So if we subtract negative 2, we're going to add a 2...