So every time you go down, you're going to be multiplying by a factor of 10.

Counting these areas and multiplying by the dilution factor allowed him to calculate the number of viruses in the original suspension.

And then that has to equal our new N, or the new expression we got after multiplying by the integrating factor.

These are all logarithmic graphs, so as you go up the levels it represents, generally multiplying by factor of 10 or 100.

This is multiplying by 10, this is multiplying it by 100.

Multiplying and dividing.

I'm multiplying the matrix.

And you say, look, I'm not multiplying by ten. I'm not multiplying by a hundred.

We're multiplying it by itself.

We're multiplying it times B.

That's multiplying it times that.

So right here we're not really multiplying seven times four, we're actually multiplying seven times forty.

I'm just multiplying the numerator and then multiplying the denominators 3x plus 2 times x minus 5.

Peace keeping operations are multiplying daily.

It's really, you're just multiplying fractions.

I'm just multiplying this times itself.

That's just multiplying it by 1.

We're essentially multiplying it by 100.

So the probabilities will be multiplying.

So we're essentially multiplying by 4.

So this 4 now we're multiplying.

Why am I multiplying by three?

So this is multiplying by 2.

Well, it's multiplying by your inverse.

We're multiplying it by 10, twice.

Or you're multiplying it by 100.

We're essentially just multiplying by 1.

Factor out the greatest common factor.

The signs of social distress are multiplying.

Welcome to the presentation on multiplying expressions.

We're multiplying both sides by a positive.

Welcome to the presentation on multiplying decimals.

And it looks like you're cross multiplying.

You're multiplying 3x times itself three times.

And this is just multiplying a binomial.

I'm just multiplying that times a squared.

I'm just multiplying this times the scale.

We're multiplying by the scalar of x1.

So I think you'll find out that multiplying decimals is not a lot more difficult than just multiplying regular numbers.

So, let's factor, let's factor that out.

Is multiplying two matrices, is AB that's just means we're multiplying A and B is that the same thing as BA?

But special cases have a habit of multiplying.

I'm just multiplying every term by every term.

And we're multiplying it by the top number.

We're multiplying it by 100 in the denominator.