One more quick game tree to evaluate.

The smallness of that probability is what we mean by extremity.

And we know that our variance is essentially the probability of success times the probability of failure.

This is the second trial.

They cannot happen at the same time.

So the total running time ends up being we do (nlogk) operations.

Or you could also, another way of viewing that area, you could say that well, that area, that's the probability I'll do it in the same color.

And the same thing with this over here.

But there's another group of people who were more than offsetting that by taking credit.

Of course it has no clue that it is exactly over here.

And typically you get a curve, as shown here.

Simplify the rate of cans of soda compared to people.

I don't know what kind of healthcare is delivered there.

In the case of positively or negatively curved ones, there is a crtuch.

We're going to update this by taking the probability for the given coin and multiplying it by the probability that we would have gotten that result that is p coin which is just the entry from coins which is the probability of heads for that coin and since we'd got heads that is the probability of the result given that it's the coin and we just divide it by the total probability of it being heads and if it's tails, we just need to do the reverse.

That could be heads, tails, tails, tails.

So we divide by the total weight of all particles, and we get out those probabilities over here.

He estimated a probability that we will fail to survive the current century

0.0081, if you multiply those things together, and 0.0396 if you multiply these facts together.

So what's the possibility of inserting a w given that the previous letter was an e?

Then to discount money in the future to the present, we divide it by 1 plus the discount rate so this is a 5 discount rate.

And the answer is 0.0079.

And we've accomplished close to zip.

We reach the 77 with probability 0.1 with 0.8 chance we stay in the same cell, which has the value of 0, and with 0.1 chance, we end up down here, which also has a value of 0.

Then we can flip and get heads or tails for the coin we've chosen. Now what are the probabilities?

If there's no cell at all, there's a wall like over here, we assume with 80 chance, we just bounce back to the same cell, but with 10 chance, we instead go left.

In this case, there's only one such variable, Cloudy.

And going back to where we started this video, in terms of capacity utilization and what that might do to prices, this tells us that labor utilization is

Let's just check, and as predicted, almost all cells have a probability of 0.03.

We don't trust America anymore.

Sebastian

Or relatively amazing.

If we go north, we have a 0.8 chance of reaching 77.

The probability of reaching S prime given that we started state S and apply action A.

What's the probability of the joint X, Y?

But you see here, U 6, this is the broad measure of unemployment that we talked about right here.

And that is how we compare different algorithms.

Half of that runs pumps and fans.

And that needs to be the case because these are the only two possibilities that can occur.

Now, recently I've been told I've been taking the high road.

And if you go to this point right here you could see that this right here is 50 percent.

Now let me up the ante by flipping this coin twice.

That's my random variable Z. Is this a discrete random variable or a continuous random variable?

We call this weight the importance weight, and the importance weight is nothing else but the measurement probability.

Here we're given a marchov chain between A and B, with the transition of A to itself is 0.9 with 0.1 chances transitions to B.