00:01
Okay, we're solving another separable differential equation here.
00:03
We're going to start by isolating the derivative, moving the 2x, y, squared, onto the other side.
00:10
Divide both sides by y squared at this point, and split the derivative up, remembering to integrate both sides at this state.
00:18
Okay, so the dx comes over, the y square goes underneath.
00:22
We can write that y squared as wider than negative 2, and now just integrate both sides.
00:28
So be negative 1, wider than negative...