Multiply

Multiply

And now we can just multiply the numerator and multiply the denominator or multiply the numerators.

Just multiply them.

Multiply that out.

If you multiply

So let's multiply, let's multiply 2 3 times 4 5.

And when you multiply fractions, you can just multiply the numerators.

All right. Now we've got two different algorithms naive and Russian that can both be used to multiply numbers together.

Let's multiply them out.

Let's learn to multiply.

let's multiply it out.

We multiply those together.

And multiply it out.

Then we multiply the two terms and multiply that by 2, right?

Let's multiply it by c1.

And multiply it times four.

Now multiply it by 100.

We multiply these 2 things.

You multiply all the numerators

We multiply by 1.1 twice.

Multiply both sides times x.

Let's just multiply times 2.7.

So let's multiply this out.

And then multiply this out.

You multiply 20 by 5.

Let's multiply 4 times 2012.

Now, can I multiply this?

Multiply 6 times 1 4.

I would multiply by ten.

Let's multiply s times r.

So let's multiply this out.

Let's multiply it by 4.

Multiply both sides times dx.

0.0081, if you multiply those things together, and 0.0396 if you multiply these facts together.

And when you multiply the denominator by 2, we also multiply the numerator by 2.

When I multiply two times four.

When you multiply seven times eight.

And then you could multiply them.

Now I could multiply this out.

We have to multiply by 16.

Let's multiply 9 times...8,000...8,085.

And we're going to multiply that.

And then multiply it by 10.

Learn to multiply, thickening in places ...