So to sum up

Please sum up your idea.

So let me sum up.

And then sum them up.

But now, we sum up the first four exams here.

But what we want to do, is we want to sum them all up.

To sum up, we can say that his new novel is disappointing.

Sum up the passage within 200 words.

So if we add them all up, their going to sum to zero.

Then we can sum up all the pixels to get a single value.

You just sum up all the little dA's.

N² is easily calculated from N, and we have ΣXi² sum them up and when they all summed up, we find the square of the sum of it so here the square is outside and here the square is inside as we sum the elements.

If I sum up all these ones over here, we have 9 of them,

He entered up the sum in his account book.

Let's quickly sum up the remaining rows and columns.

And their sum is equal to this up here.

You can sum up the other diagonal as well.

Add in 2 more paths and sum them up.

We look up the value, we sum them all together, and then we divide by the number of values.

This is just the sum of our digits. This is what we did up here.

To sum up, whatever we see on the screen is in this nonlinear gamma space.

If we sum all of those up, you get 50, so the mean is 5.

In this equation, we join up the whole joint distribution before we sum out over the hidden variables.

But my true love is grown to such excess, I cannot sum up sum of half my wealth.

Well to sum up, it boils down to one thing

It ends up being the sum of those three numbers.

Now, to sum up the square differences and the y's, we have 16 1 25 42.

Sum

Sum

Sum

I'm going to sum, sum of

We can maintain the sum over here.

And we keep taking it to increasing exponents, and we sum them up, and this is called a geometric series.

Well I'm just going to sum up each of these shells.

Now when we run it, we see that we enter sum!

And then when we run sum, we do the assignment.

And so we can take their sum now.

Md5 Sum

Vector Sum

Uzbekistan Sum

Sum range

Then we add these things up and finally append the sum of those to our output probability q.

So to sum up, what have we learned from studying genomes of present day humans and extinct humans?

From that matrix of deviation scores we can get sum of squares and sum of cross products.

How do we define our national interests so that it's not just zero sum, but positive sum.