So you don't want to count leading zeros before the first non zero digit, I guess we could say.

Ten zeros are zero.

Put two zeros here.

So let's see the zeros.

And remember, that's only for trailing zeros.

Right? Ones and zeros, the binary code.

That's a one followed by 40 zeros.

Is them the right amount of zeros?

So we have to add two zeros here.

Do I have the right number of zeros?

let me write this this is four zeros.

If you cut two zeros, it's much better.

And even though there are zeros in between, those zeros are part of our measurement, because they are in between non zero digits.

But for your purposes, these trailing zeros mean nothing.

You can not divide by zeros. You take the limit.

Lined up the decimal points, include the zeros on top.

This is a computer program made of zeros and ones.

You just want to include all the non zero digits and everything in between. and and trailing zeros trailing zeros if a decimal point is involved.

Which is equal to 180, with two more zeros behind it

So twenty times forty is equal to just eight with two zeros.

So we essentially, so let's think about how many zeros we have

If two repeating minus two repeating that's just a bunch of zeros.

These are your ones, but you've got a few zeros thrown in.

You can just see there's a nine and a string of zeros here.

What I would recommend, if you have any trailing zeros with a decimal like this, you should actually just ignore those zeros, and then do the problem just the way I did it.

Or if you have just a bunch of zeros and a bunch of rows.

It can be compiled into this into zeros and ones and pronounced by a computer.

This first erases the floppy by writing zeros and then it creates the file system.

I could add a hundred zeros here and the number's really not a different number.

Every term is zero, all of the other n minus 1 terms, they're all zeros.

He says, How many zeros in a trillion? I've got to calculate that right away.

The odds against it, of course, are so great that if you set out writing zeros at the time of the origin of the universe, you still would not have written enough zeros to this day.

And then we have 800 times s, so that's plus 800 s, and then 800 times 20, so that is 8 times 2 is 16, and we have one, two, three zeros, one, two, three, zeros.

Leading the way what's leading the way?

That is, you have six with 23 zeros after it particles of gas in the container.

And in the zeros place you put a zero and then zero times everything is zero.

And you could do the same, you could pick columns that have a lot of zeros.

Alice will answer by sending a sequence of zeros or ones using some method of variation.

Now that we're dealing with something that's in the hundreds we're going to put two zeros there.

And then we have two zeros here, 6 times 1 is 6, 6 times 7 is 42.

And this is how all of our information is now stored and processed, in zeros and ones,

When you're seeing these pictures, it's all ones and zeros, and when you're talking on your telephone, your cell phone, and it's going over the network, your voice is all being turned into ones and zeros and magically whizzed around.

When you're seeing these pictures, it's all ones and zeros, and when you're talking on your telephone, your cell phone, and it's going over the network, your voice is all being turned into ones and zeros and magically whizzed around.

Now I add the zeros, just because this zero and this five need to be subtracted from something.

And if you run out of space, you just have to add or get rid of zeros accordingly.