00:01
To solve this differential equation, we're going to get the y is on the left, the x is on the right.
00:05
And so therefore, we're going to multiply the dx over to the right side, and we're going to divide the 3y over to the left side.
00:13
So we have dy over 3y.
00:17
Let's get rid of these things now.
00:22
And once we've separated our variables, then we're going to integrate both sides here.
00:27
So if we integrate this side, we're going to get one third integral of 1 over y.
00:34
It's ln of y.
00:38
And that's equal to the right side integral of 1, which is the x, and then plus c.
00:46
And then from here, we could multiply both sides by 3...