Maybe that's 2 and that's 1 like that.

I take away fifteen when I take away fifteen apples.

Proportion

Proportional Bias

Ratio

So, take away fifteen apples, and the ratio becomes 1 to 4

Golden ratio

Keep ratio

Keep Ratio

We have a minus fifteen apples.

I actually haven't used white.

I'll do apples in this reddish color.

There are four boys, four boys and seven girls. That's what this ratio tells us.

So, how many girls need to add, or do I need to add, do I need to add, for the ratio, for the ratio to become one two. one two.

Image to text ratio

So the ratio is 10 to 6, which is the same thing as 5 to 3.

That's what I start off with.

So I'm going to add some girls to the classroom And my new ratio, after I add these g girls to the classroom, my new ratio is going to be one two. one two.

Will keep the ratio constant

Or I could also write it as five eight, just like that.

You'll hear people talking in terms of 10 1 or 2 1, or something to one, but 10 3 is a fair leverage ratio.

OK, that's interesting.

So the ratio of a to o is equal to what?

Well let's go back to the farm example.

So what this really tells you is kind of the ratio how much these two things co evolve, how much the errors correspond versus normalized by the multitudes of errors individually and whether the ratio becomes 1, we have a perfect correlation.

You move these two triangles over here together into a single triangle. It looks like this.

So 5 million of liabilities.

But I'll get back to that in a second.

So let's think about it this way.

We want to keep the one there because we know that it's a ratio of one thing to another thing.

I repeated this experiment 1000 times and that means

And in the developing world overall,

lets find the ratio of B to A minus B

Well, we know a few things.

And they want the washing machine.

We know these two things are true.

I think you get the general idea.

And we're done!

Select the first of two lengths whose ratio is the factor of the scaling...

So let's just define transmittance as that ratio, the amount that gets through.

Simplify the rate of cans of soda compared to people.

OK, this is a neat property of circles.

This white line is year over year inflation growth, and let me do that in white.

What if it went the other way?

And you can stand up. So it's one square person.