So let's do that.

So let's do that!

Let's do that.

So let's do it.

Let's do this one.

Let's do that.

So let's do that.

So let's do that.

So let's do that.

Come on let's do it.

So let's do that.

So let's figure out what this is.

So let's do that on the side over here.

So it's gonna be, let's do it.

So let's do that.

So let's do that, and I'll do it in blue.

So to do that, let's make our little table.

So let's try to do that.

So let's show how we do that.

Laplace transforms. So let's do that.

So anyway, let's do it now.

Let's say let's do it the picking numbers method because

Let's see if we can do that.

So let's see if we can do that.

But let's just do it step by step.

But let's do it as a triple integral.

Let's do that in an attempt to solve this equation.

Let's do it and I won't do all the colors and everything,

Let's do that.

So let's do that, and then we'll confirm that it really is the inverse.

So let's see how we can do that.

This outfit is from...

So let's do that.

Let's do this one.

Let's do this.

Let's do something!

Well, let's give it a try and see if it does.

Let's do a couple of more.

Let's do another one.

Let's do that last line there.

So let's do that.

Let's do another one.

So let's go the other way.

Let's do one like that.

Let's subtract 3x from both sides, and we get on the lefthand side