Convergence

In this exercise, we'll be working with the notion of convergence in probability, as well as some other notion of converge of random variables that we'll introduce later. First type of...

In this problem, we're given a random variable X which has a uniform distribution in the interval negative 1 to 1. In other words, if we were to draw out the PDF of X, we see that in the...

Thank you very much. Good afternoon. I've really enjoyed listening in to the discussions and debates this morning. And what I want to do, is to take us on a further journey. I want to stretch...

Hey guys! It's Ren. So, this week's series is favorites, so I'm going to talk about some of my favorite quotes. Probably two and a half years ago, I started writing on my...

What I want to figure out in this video is the area under the curve y equals 1 over x squared, with x equals 1 as our lower boundary and have no upper boundary, just keep on going forever and forever....

My name is Kadima Lonji. I'm the Technology Director at Oakley and I work in the technology team that manages the e-commerce. Oakley is a sports apparel company and that we are based in...

. . In this segment, we're going to talk about bisection method, and look at the advantages and drawbacks . of the bisection method.|Now, let's go ahead and enumerate the advantages to...

Welcome to Calculus. I'm Professor Ghrist. We're about to begin Lecture 57, Calculus Redux. We'd now come to the end of our story. It's been a long and difficult...

. . In this segment, we're going to derive Newton-Raphson method of solving nonlinear equations by using Taylor series. . Now, we know that Taylor series is all about that we can . . . I can...

Now, let's work with a sequence, this sequence. We're going to find the first four terms, and then the 10th and 15th terms of the sequence with this formula which is called the...