Why is it hard?

And then b squared over 4a squared, well that's just still b squared.

But it was really, to us, very important as a strategy.

They have to obey four simple laws.

You don't know, not straight away.

I don't understand this word.

I can't understand this word.

Things are not that simple.

Nothing so easy. Tease him.

Nothing so easy. Tease him.

I don't understand this word.

I can't understand this word.

you put that line over the z is going to be seven plus five i.

I'm not sure it's going to be enough this time.

A devil from hell. Come to take me to die.

The reason words with R in the third place come slowly to your mind isn't because they're improbable, unlikely or infrequent.

Well...

And then the top of it looks something like that.

Let go of yourself and see everything around you. It's not easy.

I'm going to let you figure this one out, what happens if stage B suddenly starts to take, instead of one nanosecond, it take three nanoseconds?

Was that word appropriate in that situation?

If you wanted all of the elements to copy you would do this.

I am not sure how to pronounce the word.

This isn't gonna be easy.

5 times 9 is 45.

Just a quick reminder, an outline of the overall project, we want to start with a web page and then break it down into important words.

And actually, you are going to solve them numerically, which is often much easier.

It could be B in cup one, A in cup two.

But if I wanted you to look at my right hand, then I look at it, too.

M Very good. Q

Take the klokkromme.

But that's not enough.

(applause) Hi honey. What is wrong? You look worried.

There are even people who've been taking the test for 12 years.

Easy, easy!

I'm not sure how to pronounce the word.

So tenderly you cannot disturb it.

It's not easy.

I really just need this quick and easy, you know?

Now, the blue part's pretty straightforward.

I have one, two, three, four, five, six y's

And to just kind of get our bearings we know what 291 times 1 is.

But I haven't changed.

And he won't let him go willingly.

And in the next video, we're actually going to apply these properties to figure out the solutions for these.