It could be 1 times 50.

We first consider generating a graph with n nodes.

1 s squared.

So in this case, it would be 1 plus 1 plus 2 plus 3 plus 4.

Where we see a y we put a 1.

So in scalers again the example I used in the last segment is multiplying two times one over two.

So if we wanted to figure out the total number of liters of soda that we have

Well there's 6 equally likely events, and there are three even numbers you can get

Well, same drill.

So point B, x is positive.

Well, it's a special case of a rectangle where we would multiply the length times the width. We know that they're the same thing.

And in this position of course, you cross out this row, this column, and 0 times 1 minus 1 times 2.

Unless the correlation is 1.0, okay. So keep that in mind as you think about correlations.

In between the double quotes, we can have 0 or more characters inside of them.

I subtract 5 from each of the data points for which I get 2, 1, 0, 1, and 2.

So what's the antiderivative of x y squared with respect to x?

Same thing true for negative 7 and 1 2, the absolute value, it's exactly 7 and 1 2 away.

I end up with a smaller variability across many movements.

So it's 1 and 1 10.

I'm going to use this Hello, World example.

My cpu requires a minimum of 6. 2

All of that over 2 times a.

If I were to draw it on a number line right here, that is 0, that is 2 and 1 2, and that is negative 2 and 1 2.

When you give their product, you get 2.

Then we look using reflection, for example to find all of them.

There's a statement here that's print s.

We then take the normalized image and take the difference.

Pretty straightforward really.

And I'll give you a hint.

So it's negative b. b is 2.

So that would get us to 24 32.

We have 1, 2, 3, 4 twos.

So this is Unsupervised Learning because we're not telling the algorithm in advance that these are type 1 people, those are type 2 persons, those are type 3 persons and so on and instead what were saying is yeah here's a bunch of data.

One, two, three, four, five, six, seven, eight, nine red marbles. That looks some kind of orangesh but does the job. Two blue marbles.

Well this has nothing to do with how many liters of soda we have.

Now this is interesting.

So 1.2 10 to the fifth is 100,000.

You start at the right, you add the 2 numbers up.

The first house ever built on a block is house number one.

Well, for every set, I could pick one of the two homologous chromosomes, and I'm going to do that 23 times.

Whatever this might be.

That will totally work.

It's just making sure we're multiplying every part of this number, times every part of that number.

That's another number squared.

So to evaluate this expression when x is equal to 2 everywhere that we see an x we just have to substitute it with a 2.