What's nine plus seven?

All x's larger than negative 15 will satisfy this equation.

So y could be equal to negative 1.

We need to subtract 1 from month to get the correct element.

Now if you don't trust me you can just get out and we'll forget thewhole thing.

Is it too much you should pay less or too little?

We've defined sum_list.

So let's go with it going 6 times.

Which, by the way, I think is a great idea.

So that's his interest expense.

Interest and Taxes.

So they'll get 3 million of new stock.

And the other way is you could borrow money.

You want this thing to compound every hour of the day.

He invited me over at his house. You know what man? Let's do it.

And we're going to add that to 5 divided by 64.

Okay, then.

But then they'll go to the market and they'll try to raise more money.

And after a full year, you'll actually owe me 1.085 to the 12th power, and let's see what that is.

But there's another solution if you're a true Python guru.

It's the average of all those prices over here.

We're going to set beta to 0.1.

and then you want to print it out.

Let's wake it up.

Which of those pairs is not graphed below?

So we could have put one more 27 in there.

I will have to subtract out, this middle section right over here.

So as I add heat in the solid phase, my average kinetic energy will go up.

Drop it!

Let's see what we'll pay if we continuously compound for multiple years, at a rate of r percent per year.

So let's just work through it and see if he got it right or if he made a mistake.

And this is gonna be a canonical Divide and Conquer application, where we simply take the input array, we split it in half, we solve the left half recursively, we solve the right half recursively, and then we combine the results.

So what does my balance sheet look like now?

Let me see that.

Then let's do it.

Let's first of all figure out how many hours there are in a year.

Very few things are very smooth.

Present value.

100 in the 10s place is just 10.

So two times two is four plus one is five.

When you go short, as you'll see, you're borrowing the security and selling it.

Think about what the properties of these solutions might be.

But let's confirm that this really is the inverse of the matrix B.

So let's see what happens as I try to compound continuously, or as n approaches infinity.

And sometimes you'll hear the word enthalpy.