You could multiply 8 10 8 will definitely give you 10.

And let's do another one that is 1.5 times our 0. I could just do 0.4 actually.

The ship sank with all her crew on board.

let me write this a to the ninth over a squared, the same thing as a to the nine minus two, which is equal to a to the seventh power.

We happened to take the same train.

Awardwinning equestrian.

So let's use this powers of exponents property on this expression right over here.

It happened that we were on the same bus.

Here we'll use the power property of exponents, sometimes called the power rule.

Are all passengers on board?

Are the passengers all aboard?

Are all the passengers aboard?

Are all the passengers on board?

Because it's a lot easier to deal with these equations than to deal with these.

I took advantage of an opportunity.

Let's square both sides of this equation. i squared will be equal to negative 1.

Are all passengers on board?

Are all the passengers aboard?

Are all the passengers on board?

Returns e raised to the power of arg.

It happened that we were on the same train.

It conveys authorship.

You should not say words that make others to scare.

Hopefully that doesn't confuse you too much.

The prisoner escaped under cover of night.

It wasn't like that.

So you get equals x squared over a squared plus 1.

Notice, when you just multiply something by this, either the 3t and then or either the at, you take the Laplace Transform of it, you just it's the same thing as the Laplace

So that's just going to be x to the three times 4 power. or x to the 12th power.

To see why that works, let's try that with the well I won't do that with these right here I'll do it with a simpler example.

Then you can take me to your ship.

A cat jumped onto the chair and lay motionless.

It so happened that I rode in the same train with him.

So his calculation was the same as 3 to the power 15, to the power 13.

The bus stopped to take up passengers.

The bus stopped to pick up passengers.

Or here I said subject but it's each game or each case in the sample, we square them, we sum them to get sum of the squares.

Everyone's aboard, sir.

Problem 39.

The reason is when you subtract 3 from the sequence you have 0s left.

And we learned, up here, in this part of the video,

You can head onboard.

I got on the wrong line.

I got on the wrong train.

I got on the wrong bus.