Odd plus even gives you odd.

And it makes sense you'd get Sierpinski's Triangle because when you add an odd number and an even number, you get an odd number.

Well you have one and two.

Similarly, 2 and 2 is 4, so even gets 4 and odd gets 4.

So all I did is I reordered this. And so what's the middle number? Well, you look here.

Whether the power is even or odd is going to tell you whether the function is even or odd.

So this is not, this is neither.

The factors are one, two, three and six.

And you could try all the numbers between nine and 16, and you'll see that they have an even number of factors.

So what's happening?

I talked about how you shouldn't get confused between even functions and even numbers and odd functions and odd numbers.

If we have f(x) x 2, we saw in the previous video that this is even.

In the third column from the right, 111001.

Another way to think about it is is if you have an even number over here, and Zero is considered an even number, then you're going to be divisible by two.

2 is interesting, because it is the only even prime number.

Those are all the situations where we get even as true.

Twelve is an even number.

And you want to be very careful here.

In general, if you have f(x) x n, then this is odd if 'n' is odd, and this is an even function if 'n' is even.

Even times odd is even, odd times odd is odd.

When you have a four bit symbol, you then put it together with another one sideways.

So even plus odd gives you odd.

Let's take a look at that. Now it's going to go through the while loop.

And don't get confused with the term even function and the term even number.

Let's take a quick look at a special case here.

Every even number is the sum of two primes.

But wait! 4 would be an even number of points but that would mean you could make it out of 2 2 gons

An interesting thing to note here is let's take a look at the sequence of x values.

For the guess on the top of his head.

Otherwise, if a is bigger than 0 and even, let's take a look at what Rec_Russian does in that case.

This is just a normal die, it's not one of those Dungeons and Dragon's dice.

And this is what kind of leads us to the formal definition.

Even Pages

And it keeps going in either direction.

And i'm trying to draw so they are the mirror image of eachother.

And it kind of jells with the idea that we're raising it to an even power.

And which of these possibilities meet my condition the condition of being even?

As you can see, the bottom row contains all the even numbers, and we have a one to one match.

While that integer is not equal to 1 if it's even we divide by 2, otherwise we multiply by 3 and add 1.

And the values that my domain can take on are 0 through negative 8, and every even negative number.

In the lecture, we said that the median is an element in the set, in the middle of the set.

OK.

So immediately we have two clauses.

So the probability of rolling even numbers.

Another possibility is that the answer is yes, all such graphs do.