What quantity should be added to both sides of this equation to complete the square?

So what could I add here that makes this expression look

And the key to getting it in the standard form is really just completing the square.

And the things we're going to add, those are what complete the square.

And try to graph the circle.

He went completely the other way.

And this is different to what we normally do.

Use full email address for retrieval

Now, this thing that we have here is exactly that pattern.

So what are we going to add here?

What quantity should be added to both sides of this equation to complete the square?

Really by the definition of what it means to take an exponent, so that completely makes sense.

We have that pattern there, where we have 2 times a number, and then we have the number squared.

OK, so the same thing. x squared plus 4x.

So I'm going to take half of this I'm just completing square, that's all I'm doing, no magic here so plus half of this.

That's all we know about this right now.

So you get 4 times y squared minus 4y.

So essentially we want this, we want the left hand side to have this form.

Somebody's storytelling. Interactive art. You can talk to me.

Run a complete system scan.

Oh, what's this?

Now this, at least on the left hand side, is a perfect square.

Extract the full URL and show it as a tooltip

look with Napoleon's doing.

You make that deal?

And say, hey, is this just maybe a perfect square of a binomial?

Totally dead. Way dead.

Totally, totally.

I went all the way to the junkyard.

Neo penitentiary modern.

Clevon should regain full reproductive function.

I take half of that number.

He was on the fast track to a full presidential pardon.

So all the lights that are going to be on are actually perfect squares.

We have embarked!

Like perfect.

Since the riots of last year, they left here us to rot.

Completely Random

Full CD

Complete Message

Is that perfectly clear to you?

We added 4 on the left hand side because we wanted this to be a perfect square.

And when you see numbers like 9 and 49, those are perfect squares.

(Laughter)

That son of a bitch isn't getting my company!