We're dividing by 10 once, and then we're dividing by 10 again.

If I'm dividing by 100,

I'm dividing by 1.05 squared.

That's just dividing by N.

When I'm dividing by four,

Because we're dividing by that expression.

And we're dividing it by 0.15.

But anyway, we're dividing 113.9 by 100.

Well, I'm dividing it by 3 right now

Since we are dividing by a negative number

We're dividing both of these terms by 74.

We have to really normalize the weight by dividing by 2.7.

Dividing by 0.5 is the same thing as multiplying by 2.

If you divide by 10 twice, you're essentially dividing by 100.

We are multiplying by one over a, or dividing by a.

And the posterior is obtained by dividing this guy over here with this normalizer.

We're dividing both sides of the equation by 3.

The idea is, you're just dividing by N, right?

Let's start by dividing all numbers into two categories.

And similarly, you decrease again, you're dividing by a.

So we're dividing this whole number by a decimal.

Here you're dividing each by 4, here you're multiplying each by 4.

Multiplying by 1 3 is the same thing as dividing by 3.

I'm multiplying by 3 and dividing by 3 that's equivalent you would just, that's equivalent to multiplying or dividing by 1 these guys cancel out

Well, dividing by 2 is the same thing as multiplying by one half.

So dividing by 1 2 is the same thing as multiplying by 2.

Now, we're dividing both sides of the equation by 3.

Or you say, hey, look, I'm dividing this by this.

Every time we decrease the exponent, we're dividing by a.

And so now we are dividing both sides by 3.

And if you are dividing, so over here you are dividing by 100, 100 has two zeros, so when we're dividing by it, so we can move our decimal two spaces to the left.

dividing the gathering.

But dividing by a fraction is the same thing as multiplying by the reciprocal.

So when we're multiplying by this, we're essentially dividing by this expression up here.

Why is dividing by 1 2 the same thing as multiplying essentially by 2.

Now, whenever you're dividing any fractions, you just have to remember that dividing by a fraction is the same thing as multiplying by its reciprocal.

If you're, this is essentially, you're starting with a 1 and you're dividing by 2 four times.

Moving the decimal to the left means you're dividing by 10.

That was the whole point behind dividing both sides by 3.

We're dividing by dx, so that dx just becomes a 1.

And we're dividing six plus three i by seven minus 5i.

And that one cell reproduced itself, dividing, dividing and dividing until there were 10 trillion of them.

Then we won't be dividing by 2 kg anymore, we'll be dividing by 4 kg then we will have 20 divided by 4, which will be 5 m (s 2)

And I got that, in every case, by just dividing these guys all by twenty.

So dividing by 1 2 is the exact same thing as multiplying by 2 1.