Their communication is maintaining positions of differential advantage.

This dy is differential. dx is a differential.

What's a differential?

Homogeneous differential equation.

Math, differential equations.

But this you could almost use differential notation. dy is a differential and dx is a differential.

But if you tell them things that interfere with their positions of differential advantage, communication fails, that is there's no such thing.

So the differential equations.

Here's differential productivity rates.

And we seek national advantage rather than global advantage.

It is called the differential,

What does a differential mean?

Differential equations are something different.

least the solvable differential equations.

We're solving a differential equation.

What is a differential equation?

There's an advantage of volume, and there's an advantage of time.

Let's do one more homogeneous differential equation, or first order homogeneous differential equation, to differentiate it from the homogeneous linear differential equations we'll do later.

Talk about survival advantage!

That's what a differential essentially is.

So what is a differential equation?

So, they have this differential ? derivative. ?

We have solved this differential equation.

This was the original differential equation.

And even within differential equations, we'll learn later there's a different type of homogeneous differential equation.

It is to his advantage.

It was shortened with advantage.

That automatically undermines China's advantage.

Which gives you the advantage.

It'd be an unfair advantage.)

What does a homogeneous differential equation mean?

How does this relate to word differential ?

making math matter differential equations in action.

Partial differential equations we'll get into later.

Let's say this is my differential equation.

Multiply it times our original differential equation.

Can the differential term solve this problem?

We'll now move from the world of first order differential equations to the world of second order differential equations.

So let's say this is my differential equation.

So, for example, this is a differential equation.

So how do we solve this differential equation?

You're saying what function satisfies this differential equation.

A little bit of differential, but not much.

This is the fifth edition of Elementary Differential

All of that dA, the differential of area.