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Plus b c i plus b c i.

So how do we do it?

So ac.

Let me draw a vector in R3.

Well if you factor the 2 times 5 times u times v out, all you're going to be left with in this first term is the 2 times u, so 2u here.

N dot L. The other idea is to make these narrower curves be higher, giving them roughly the same volume at 3D. This idea is captured in the last term.

If I want to represent a, what I do is, I draw an arrow to minus 4 plus this first term, minus 1.

Or, if we add these two middle terms, you have fh times x, plus add these two terms fj plus gh x.

And, I'll come back and say more about this later.

So fn prime of x times the second function, g n of y, plus the first function, fn of x, times the derivative of the second function.

And I'm gonna sum those products. So I'm taking this term.

Why do I say that we're in range? Well, this is basically it.

And then finally, another generalization.

We've talked about value props, customer segments, channels, customer relationships, revenue streams, partners, resources, and activities, and now we get to cost structure.

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We're just multiplying the corresponding terms, the third term times the third term, the second term times the second term, the first term times the first term.

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And he said, I'm not a psychopath.

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