00:01
The first step in this problem is to take my point one, which i've labeled one here, and the second point, which i labeled two, and put them into the distance formula to find the distance between the points.
00:12
So we'll start with d equals, and we're going to do our x squared, our x2, which is our second point, and the x value is six.
00:22
So six minus my other x value, which is negative nine.
00:26
So that's squared, plus my y2, which is my second point, my y is negative 7, minus my other y, which is 0.
00:37
So that's squared.
00:38
I'll do my subtraction problems, and so what i get is 6 minus a negative 9 is 15, and that's squared, plus a negative 7 minus 0 is a negative 7, and that's squared...