linear equations right here.

Let me give you another word that's really important called standard deviation.

Now, just like the last problem, we want to turn this

And the first class that I'm going to show you and this is probably the most useful class when you're studying classical physics are linear second order differential equations.

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It's now 22 walkable urban blocks with public streets, two public parks, eight bus lines and a range of housing types, and so it's really given Lakewood, Colorado the downtown that this particular suburb never had.

One possibility for how you can evaluate again like this is just to convert it to the other form.

But it's become something else.

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So think about it.

But anyway, these are useful properties to maybe internalize for second order homogeneous linear differential equations.

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Whatever this point is, notice it's on both lines.

But the important point here 1) hopefully, you realize the difference between an expression and an equation.

He was very frustrated with how software got designed.

So this is really the solution.

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But we're done, we factored it.

Or if we subtract fiveo from both sides, get eighta minus fiveo is equal to zero.

Because if we have it in this form, or actually ax.

The more and more symmetry you have, the better you exhibit the simplicity and elegance of the theory.

G. And if we take these two equations, and put them together, then here's just an alternative way of writing out the form of my hypothesis.

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So just to review our terminology, y is the second order because the highest derivative here is the second derivative, so that makes it second order.

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And this is where I'm trying to go.

That's true no matter what thing you're talking about.

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So I set y equal to 0 and I get this.