In this case, we're distributing the x now onto the x minus 3. We're going to distribute the 2 onto the x minus 3. You might be used to seeing the x on the other side, but either way, we're just multiplying it.

It's a little difficult for a stranger.

This one's a little harder.

This one's a little harder.

It's a little hard to take.

Next question, a little bit harder.

Let's do a slightly harder one.

It's a little hard to see.

It's rather difficult to explain.

It's not too easy right now.

That'll be a little difficult, Gretchen.

Let's try something a little bit harder.

Let's do something a little more difficult.

This one's a little harder.

This one's a little harder.

Then it gets a little harder.

And the answer is we're doing extremely poorly it's a very hard problem.

AK A little slow, and it was just hard to work.

I liked it. Now, a little more difficult.

This is a little hard to watch.

Personally, I find that a little difficult to swallow.

Which is 1 2 tangent of x. Now when is this true?

That's a little bit hard to interpret so

The other question is a little bit harder.

These numbers are a little hard to interpret.

This is a bit hard to understand.

Now let's do one that's a little bit more complicated, that allows us to think a little bit harder.

And that should be intuitive for you, hopefully, because when we just did area under a curve, that's how we would figure out the area of this green area.

I know I'm going to confuse you a lot, but that's just so how everything looks that's so everything looks easier later on.

It's quite hard, actually, to get those very small changes.

And this is going to be a little hard to visualize over here.

PETE!

It's a little harder to break it loose.

Sometimes it's a little hard to get.

Has to work a little bit harder for a larger graph.

The third configuration is a little harder to understand.

Because this is a little bit more daunting when you see it here.

And it's it's not it's kind of hard to see.

Erase the thing. Here you go. Let's do a slightly harder one.

And we get three crazy numbers, and this shows you that this would have been very hard to solve analytically if you have a normal brain. So let's see. There are three places where y equals negative 2 intersects y is equal to x to the third minus 4x.

PRESIDENT. We are undoubtedly in a rather difficult position.

(continuation)

So it is a slightly difficult situation.

It is therefore a little difficult to begin to speak now.

He said, It's very difficult for an actor to avoid, you want to show a bit.