Nth term

To the nth power.

So there's n terms like this, plus all the way to the nth term is the nth function of x times the nth function of y.

How many toothpicks in the nth figure?

When we were trying to compute Fibonacci, the Nth position in the chart corresponded to the Nth Fibonacci number.

And I'm raising that to the nth power.

So if we had the nth term, if we just had the nth term here, what's this going to be?

That way we can get to the nth row.

After n years, it'd be 1.07 to the nth power.

If I had the nth term, if I had the nth term right here, I will have a 1 plus n 5's, right?

This is the nth time I've told you to be careful.

You're going to want the Nth value in the chart to hold the Nth Fibonacci number if you've already computed it and to be empty otherwise.

We want to output or return a number the nth triangular number.

If you pick each nth pixel without blurring, you sometimes get very, very funny effects because each nth pixel might by chance correspond to something that's somewhat irregular.

Or, we could even come up with a formula for the nth figure.

The math behind the power law distribution is that whatever's in the nth position is doing about one nth of whatever's being measured, relative to the person in the first position.

So now we know t to the nth power, t to the whatever power.

A little non triviality. We have to make a measurement matrix of the nth measurement.

So the limit as n approaches infinity of 1 plus r over n to the nth power.

In week n, we have 10 to the nth people receive i before e except after c the letter.

To do this, the algorithm multiplies your scores, then takes the nth root, where n is the number of questions.

Think about formulating a trinomial theorem, to help you multiply things like x plus y plus z to nth power.

After n years now we're getting a little abstract here we're going to have 100 times 1.1 to the nth power.

The Laplace transform of t to the nth power is equal to n factorial over s to the n plus 1.

So the probability distribution over the first word is going to be same as the probability distribution over the nth word.

For example, if you have a checkerboard and you pick each nth pixel, you might only end up with black pixels.

It updates the mu and sigma recursively using the nth motion and the motion uncertainty, and it prints all of those out.

If we're asked to compute the Nth Fibonacci number, and it's already in the chart, then we don't do any more work.

So the nth term, if this is, you know, if this is 10, it's going to be 1 plus 10 5's.

If we plug in the nth measurement and the measurement uncertainty, it does the same with the motion, the prediction part over here.

We know that the representation is a sum from n is equal to zero to infinity of the nth derivative evaluated at zero.

After all, it's the month of Christmas! It's the month where we'll have to watch the nth broadcast of Asterix and The Brittons on M6

So plus, and then you have a bunch of them, and the last one's going to look the same, it's just the nth function of x.

To get the Nth Fibonacci number, well, if N is less than or equal to 2, we just return 1, otherwise, we return the sum of the 2 previous entries.

So the Nth position in the chart is going to be all the parse states we could be in after seeing the first N tokens the first N words in the input.

That is, if we're looking at the nth word, the words that are relevant to that are the ones that have occurred recently and not the ones occurred a long time ago.

If you have an image of super high resolution, maybe 5,000 x 5,000 pixels, and you'd like to go to a web image of much smaller resolution, it's better to blur by Gaussian before down sampling then picking each nth pixel.

So the amount that you owe me so we can call that final payment after a year payment is equal to the amount you're borrowing I don't like this color times 1 plus the interest rate over n to the nth power.

And in our example, that's as we compound over smaller and smaller periods of time of 1 plus 1 over n to the nth power is equal to this magical number, and I'll do it in a bold color well, that's not that bold, but I'll highlight with another bold color is e.