Matrimonial plans.

This is an even function.

And I said that there wasn't any obvious connection between the words 'even function' and our notion of even numbers, or any connection between odd functions and odd numbers.

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

If a function is even, or I could say a function is even if and only if So it's even.

We want to get even numbers.

Children need a nest of their own, what?

I am going to get married to him.

Think of 2 as our 'composite witness.'

When I showed an even function,

let me draw a few more even functions.

I could constrain this to just be integers, or just be even numbers, or just be even integers.

There are as many even numbers as there are numbers.

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

The f(x) is equal to x squared is an even function.

When we look at them, they're all even.

Professor Nam Jung Woo. You were going to get married to him.

Now, you ain't ever heard me say the word... matrimony.

That is, there are as many even numbers as there are numbers.

Every multiple of 4 is even, 376 is a multiple of 4.

OK, so statement one, every multiple of 4 is even.

Because you know that every multiple of 4 is even.

Well, if we put 2 here, it's as if x was even you do this one.

So you're an even function if and only if, f of f(x) is equal to f( x).

So all of these are even functions. Now you are probably thinking.

But that really is probably where the motivation comes for naming them even or odd functions.

If we have time we'll talk about functions that are neither even nor odd.

Enthralled by promises of material well being and security, they had exaggerated expectations of romantic wedded bliss.

The whole point of this video is to clarify the motivation for calling them even or odd functions.

I think you remember why this is, because when you multiply a negative times itself an even number of times, the negatives cancel out.

Not all even functions are going to be of this form here, where it's x raised to some even power, and not all odd functions are going to be.

If it was even you would reflect it there, but we are going to have and odd function so we are going to reflect it again.

You could have friendship relationships, sibling relationships, spousal relationships, co worker relationships, neighbor relationships and the like.

You know, they are generally put together in pairs, creating a word or what we call base pairs.

This legal illiteracy limits her ability to sign contracts with her husband and to administer their matrimonial property.

If I have a little extra time, I'll tell you about a case of crow infidelity that illustrates that nicely.

Pakistani law does not recognise any matrimonial relationship between the parties except what is provided by the religion i.e. marriage.

If n is even and greater than 2 then we know with 100 certainty it is composite because we have proof.

You would get something like this and if the left side of this graph looked like this we would be dealing with an even function.

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

Thus all cases of rape, irrespective of the marital or other status are prosecuted ex officio.

If you look at the angles around the fold, you find that if you number the angles in a circle, all the even numbered angles add up to a straight line, all the odd numbered angles add up to a straight line.

6. In accordance with its programme of work set out in decision 48 431 of 20 December 1993, the General Assembly adopts a resolution on the Fund in even years.

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.

Let me, let me define a function as this f(x) is equal to x squared plus 1 if x is even and equals x squared minus 1 if x is odd.