So I watched this. It's not very simple, a little bit confusing.

Let's do one more, because I know this can be a little bit confusing.

Maybe that's a little confusing.

So let me show you another way if you found this one maybe a little bit confusing.

Now the zero's that are not in between non zero digits, these become a little bit more confusing.

Now, this seems a little confusing.

Truth can be a confusing word.

I'm confusing myself.

You're confusing me.

And I know it's maybe becoming a little bit confusing, but the more practice you do it'll make a little sense.

A lot of people, including myself, have found the study of World War I to be a little bit confusing sometimes.

It makes it confusing.

It's very confusing, right?

It's confusing everybody. (Laughter)

I was confusing myself.

Things are sometimes confusing.

If that looks a little confusing, just pretend

I know it's a little confusing at first.

Actually, I'll do even a slightly confusing one.

Well, this guy and this gets a little bit confusing, but if you think about it from the previous example, it makes a

Let's do a couple more problems, because the subtraction sometimes with the borrowing can become a little bit confusing on what to do next.

And let me know if this got confusing because maybe I'll do another video while I redraw it a little bit cleaner.

Review my logarithm videos if that's a little confusing.

It's been very confusing for a long time now.

And this is a slightly confusing notation, forgive me.

But it can be confusing.

Hopefully I'm not confusing you.

That's what makes it confusing.

Wow! That looks like that could be a little confusing.

And I know that that might be a little confusing.

I'm always confusing John with Paul.

This might have been confusing before.

I hope I'm not confusing you.

Because sometimes this can get confusing.

Racist and confusing. Just like those.

I hope I'm not confusing you.

I hope I'm not confusing you.

I'm making my picture very confusing.

You're confusing me. I don't know.

Logarithms are a simple idea, but I think they can get confusing because they're the inverse of exponentiation, which is sometimes itself, a confusing concept.

Just a bit, just a bit. Straight.

And because this is confusing, This, right over here, is extremely confusing And it can be misinterpreted,

Since the trees all look the same, it's a little confusing.

Now, whenever you see a problem like this, it's sometimes confusing.

A bit.