Volunteer 1, 9, 7, 0, 4, 2.

You take that one and you add it to the number right below it.

So let's try negative one times negative one.

Yeah, yeah. I'm your conscience.

Okay! So that's 11 and we're going to add 4 to it.

This image of a helium atom, they say right here this is one femtometer.

Right?

This is from a student who is currently taking algebra 1 for the third time.

A loose end that needs tying up.

Hold on a moment.

That's great. Once more...

So we cross out row 3, column 2.

If you look at the picture over here, you'll find there are many different linear separators.

Yup, that is one stuck melon.

So we counted the jack of hearts twice, so we have to subtract one out of that.

Think of it as a project that spans over about 10 years.

One more time... One more time...

Yes, sir!

Let me do that in a darker color.

One of them is 73 acres long.

And then one more time...

Oh, and another thing.

Volunteer

little bit riskier, so out of the 11 I have to pay maybe 150 basis points.

Tell me something...

Hey, look. Subtracting 8 from 9?

And I'll draw all the same numbers.

What can I do to the starfish which makes it look the same?

Examiner says the body's been dead less than a day.

So we cross out row 2, column 3.

Besides, there might be another metabolism to feed here.

That's just like variance except it's the sum of cross products over N. And correlation is just standardized co variance.

There is... another...

The ancient Egyptians used unit fractions.

That one.

Nemo.

The answer is 2 if we multiply the data point the first expression and the second expression get 1 1 which is 1, 0, and 1 again that adds up to 2.

One of these days, I'm gonna pound y'all to the ground.

I could also write this as one plus itself two times.

But isn't this interesting?

Now the time has come for us to seize this opportunity.

Let's say I have the number 1.

How many times does twenty five go into thirty three?

I'll meet you there in one hour.

It exploded.