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PROFESSOR: OK. So we've moved on into Chapter 3. Chapter 1 and 2 were about equations we could solve, first order equations, chapter one; second order equations in chapter 2, often linear, constant coefficient sometimes. Now we take any equation. And I'll start with first order. First derivative is some function and not a linear function, so I don't expect a formula. A solution will exist. But I won't have a formula for the solution. But I can make a picture of the solution. You see what's happening as time goes on. And so that's today's lecture, is a picture. So this function, whatever it is, gives the slope of y. That's the slope. And it will be the slope of the arrows that I will draw in this picture. So here's a picture that started, y, t. And the slope of the arrows is f. And here is my example. Well, you will see. I chose a constant coefficient linear equation. Because I could find a solution. So 2 minus y, I know from that minus sign that I'm going to have exponential decay in t

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