Put the 2 in the ones place, 4 we will carry.

So you get x equals negative five.

You might have a sense of what it is.

And we devalue it in three areas.

Does that make sense to you?

So why is this even useful?

So why did I construct this function this way?

Now if we wanted to complete our analogy so

Think about what the properties of these solutions might be.

Well, this guy and this gets a little bit confusing, but if you think about it from the previous example, it makes a

So 3 is also a prime number.

I can give you a very sort of rough metaphor for this.

And in that case, again, you may be wrong.

Very powerful.

Nothing changes between every time we turn on the light.

Because it's going to be little less, and it's negative.

Now, in this picture it's not really clear what's going on inside of these.

How does that work?

Bring me into that orbit. Now, consider this.

But how many girls are in the room?

10x 3y

Consider Four men murdered?

We've cut it up into sections of 8, so it literally is 8 8.

How many times does twenty eight go into two hundred thirty eight?

Or actually you could handle numbers much larger than your normal math skills might allow you to.

Let's think calmly.

To answer this question, we first want to look at the number of degrees of each node.

What do we need to do to fix this problem?

And when you write 16 you have six 1's and one 10.

What can explain these huge spillover effects of education?

I took away fifteen fruit?

And you might be thinking well gee, how can that happen?

So before even reading these statements,

You've really got to just throw your assumptions out the door.

And so this might be at the beginning of when you do it.

So then how many times does 15 go into 78?

So let's see.

Let's think about it over dinner.

That would be simple. Then we know what to do.

What is the percent probability of coming 4 heads

Now we have to think about how to make one fifth pink right over here.

It basically never happens.

Evolution is simply change in the gene pool over time.

If you can't see the next step, you can't go on the journey.

Now that out of the way, let's think about the probabilities of different events.