Multiply

Then multiply the outside. So then multiply I'll do this in green then multiply the outside.

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

So if we multiply the numerators here, and when you multiply

Now let's multiply.

So let's multiply.

Multiply that out.

If you multiply

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

Be fruitful and multiply. Increase abundantly in the earth, and multiply in it.

Let's multiply them out.

Now we can multiply.

Then multiply by 3.

Just multiply the numerators.

And then you multiply.

Let's learn to multiply.

let's multiply it out.

And multiply it out.

Propagate. You know. Multiply.

To multiply her chances

And I have to multiply, right? Because I have to multiply by the conversion.

And multiplication, we can multiply the 2 times the 1 5 first and then multiply by the 3, or we can multiply the 3 times the 2 first and then multiply by the 1 5.

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

When you multiply by a you're applying the same transformation when you multiply by d.

So when we multiply, you just multiply the numerator and multiply the denominator, so you have 3x squared y times 14a squared b in the numerator.

And, when you multiply a scalar, when you just multiply a number times the matrix, you just multiply that number times every one of its elements.

And so the protests multiply.

Let's multiply it by c1.

Now multiply it by 100.

You multiply all the numerators

So, let's multiply everything out.

Multiply both sides times x.

Let's just multiply times 2.7.

So let's multiply this out.

You can multiply the exponents.

We'd multiply it by four.

And then multiply this out.

Multiply both sides by 9.

Let's multiply 4 times 2012.

And then we can multiply.

And now we can multiply.

So we're going to multiply.

Multiply both sides by 100.

Now, can I multiply this?

Multiply 6 times 1 4.