And I'd have the joy of being able to touch my money for a year, which is hard to quantify, so we leave it out of the equation.

I think public schools are killing creativity.

What I mean by that?

I'm going to acquire them and then activate them. How hard could this be.

And what is that return?

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

what is the slope of this line?

It is hard to define triangle.

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

And where this is light, we can then try to convert that into mass through kinematic measurements.

So, the role of these two constants is to quantify what we mean by a constant multiple, and what we mean by sufficiently

light, visible parts of galaxies, are clustered in a different way from the underlying mass distribution.

Well, it's hard to define try.

What we learn is that changing models is hard.

This cannot be.

The general expectation is that clustering has to get stronger in time or conversely, it'll be weaker at higher redshifts.

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

This is being seen in numerical simulations and starts on the observations.

So the slope of the secant

Some words are hard to define.

I talked about it at the end of the last video that it can help model things that kind of jar things all of a sudden, but they impart a fixed amount of impulse on something and a fixed amount of change in momentum.

Of, let me switch to green. f of x naught plus h minus f of x naught, that was my change in y, over h, which is my change in x.

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I'm assuming they're asking us about the unit rate at which y changes with respect to x.

I think you get the idea.

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

Now, that's also wrong, because traffic happens to be a nonlinear phenomenon, meaning that once you reach above a certain capacity threshold then congestion starts to increase really, really rapidly.

That triangle, which is pronounced, delta just a Greek

But why?

Or I could just transfer it to the y axis.

So it equals f of b minus f of a.

It's x naught.

So what does it mean about defining life?

Now, another note is that sometimes as an abbreviation, we'll omit the quantifier, and when we do that, you can just assume that it means for all that's left out just as a shortcut.

OK.

That is your change in y.

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

Please configure a Crypto Backend to use for Chiasmus encryption first. You can do this in the Crypto Backends tab of the configure dialog's Security page.

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like objects might be deformable, like this piece of paper over here.

I think when I originally did the videos on balance sheets,

So minus f of x naught.

They can actually have both.

In the same direction that you will hold the work piece