And then, there's 1 more type of complex sentence besides the sentences we get by combining operators, that makes first order logic unique, and these are the quantifiers.

Or another way of writing it, it's change in y over change in x.

So its slope is just delta I'm still using the line tool again delta y over delta x.

So let's figure out the slope of this line.

So the slope of my secant

That is your change in y.

line is going to be the change in y divided by the change in x.

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So we went out and collected a whole bunch of stuff and we found a whole bunch of little ones.

So the slope of the secant

Atomic mass

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letter, that means change.

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That triangle, which is pronounced, delta just a Greek

And now we can simplify this even more.

Where the curve is at that value of x.

It's the exact same definition of slope we've always used.

There must be hundreds of them out there.

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Atomic Mass Unit

Let me write this.

So, once again, we say slope is equal to change in y over change in x.

Now what is your change in x The slope is change in y over change in x.

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Or I could just transfer it to the y axis.

So it equals f of b minus f of a.

It's x naught.

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Let's break it down.

The slope of a linear function, is just rise over run. Remember that?

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So minus f of x naught.

It went from 0, to 6.

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It's now under a 10th of a cent.

Well, let's take this as our starting point.

So x naught minus x naught cancel out, so you have that over h.

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This is the change in y.

This would be 7 and this would be 3.