 Here our job is to graph a line that's in point slope form. We have y minus 1 is equal to 4 times the quantity x plus 2. Let's compare that to the general form of the point slope. So m is the number that's next to the sort of the quantity. So the slope here is 4. And what that means is again rise over run. You can think about this as 4 over 1. In other words we're going to rise 4 units. For every 1 unit we move to the right. Next the point I see I've got x minus 1 and y minus 1. Or sorry y minus y 1. Now make special note of the fact that it's x minus x 1. Here I've got x plus 2. In order to follow the pattern x minus 1 we'll need to change this up slightly. Instead of x plus 2 we can think about it as x minus negative 2. And so therefore the x coordinate is x 1 is negative 2. And the y coordinate just follows the pattern y minus y 1 minus 1. So therefore our y coordinate is just positive 1. So then let's graph our line. Let's start with the point. The point is x 1 is negative 2, y 1 is 1. So negative 2, 1. So back 2 and then up 1. So here we have our very first point. And then let's apply the slope. The slope is 4. So we can go up 4 and over 1. So there's one of our points. I'm kind of running out of graph room so I can do the same in the reverse. Instead of going up 4, right 1 I can go left 1 down 4. And so now I have those points. I'll just connect the points and make a line.