00:01
Okay, so we have this system of differential equations, and we want to write it in vector form, so like x prime plus or equals some matrix p of t times a vector x plus some function f of t.
00:16
So what we want to do is look at the right hand side of this, these equations, and firstly isolate the terms which just have x, y, and z.
00:26
So here in the first equation, it's just these three.
00:29
In the second equation, these two.
00:32
And in the third equation, we have these two.
00:36
So, and then we need to isolate the terms which just depend on t.
00:40
So in the first equation, it's this.
00:42
Second equation, this...