They take real time data and immediately feed it back into the product.

Take their dot product.

I take the dot product, right?

So let's take the cross product.

And now the rule of Sarrus I just take this product plus this product plus this product and then I subtract out this product times this product times this product.

You take their product, you get 70.

So let's take this product right there.

But when you take this product, this matrix vector product, what do you get?

Take me back. Back?

I can take each of the terms in the product eah of the numbers in the product and raised those to third power first and then take the product.

Take it back? You bet I take it back.

Now, can we take this matrix vector product?

So you take this product, add it to this product, add it to this product. And then you subtract these guys.

We know that instead we can take each of the terms in the product to the second power and then take the product.

You can take half the product of it's diagonals.

If we were to even take the product BA.

When I take the product, I get negative 21.

What's going to happen when we take this product?

Take her back.

Take it back!

Take me back.

Take it back!

Take it back.

Take me back.

Take them back.

They learn something, they put it back into the product, they put it back into the market.

So I just take the product of these two things.

I'll take her back no matter who I face... I'll take Nunnally back!

If anybody is gonna take Ricky's paddle back I'm gonna take it back.

Morgan ain't gonna take me back. He ain't even gonna take Rick back.

When you take the product of two matrices you just get another matrix the product a b times x.

Take back your power.

Take him back home.

I take it back.

Take it back, Dad!

Take me back, Doc.

Please take me back.

I take it back.

I take it back.

Here, take it back.

I'll take it back.

Okay, take me back.

I'll take you back.

Take that ladder back!

We're going to take it back, way back, back into time.