So let's maximize this one instead.

Counting the number of hits of a single user

Before I dive into mathematical detail about value functions, let me just give you a tutorial.

I will maximize the logarithm of this expression.

So that's minus 1 7 times minus 5, 4, minus 2, 3.

Well, it's going to be the value of the Dirac delta function.

Where the function is evaluated

let me instead teach you about value.

Let's do some example problems dealing with functions and their domains and ranges.

Enter simple value

And, and I agree with you right now.

And so given that, in the last video I showed you that if we have to deal with the unit step function, so if I said,

So let me draw a function here actually, let me define a function here.

However, this term over here does not depend on what we assume for variable A.

So what's going to happen?

This example will produce

And this one is designed to be a bit tricky.

So one one one, multiply that by r, then you just get r. That's why, the standardized regression c oefficient is so easy.

Precalculus class.

Laplace transforms. So let's do that.

We have this unit step function sitting right here.

Now, what were we doing here the whole time?

So this becomes 5 plus or minus 11 over 24.

So m, the amount of money collected, is a function of the number of tickets he sells.

What are statistics? Astatistic is actually quite a simple idea.

But the easy way to calculate absolute value signs, if you don't care too much about the concept is whether it's negative or positive, the absolute value of it is always going to be positive.

So the first question is, well, you know, what if something doesn't jar just like that?

Problem 6.

That's not very surprising, because we actually return y, but that's an interesting property.

Find this function's global maximum and global minimum.

And let's think about what our range is.

So what do we want to make our v prime?

So if you have an even number of numbers, the median or the middle two, the essentially the arithmetic mean of the middle two, or halfway between the middle two.

Well, we could just keep doing this, and actually, we will keep doing this, and you know, just saying, well, the zeroth derivative, or at the value, is the same the first derivative is the same at 0, the second derivative is the same at 0, we'll say the third derivative, the fourth derivative, and we'll keep doing that.

2nd derivative r squared.

You can see additional adjustments at place at times.

We provided this to you, and I think we showed you how to use regular expressions as well.

You have a c, a minus c, a minus 2, so c is 2.

So let's say non negative rational numbers.

1st derivative

Okay, just two more things, if it's okay, to show you.

So when t is equal to c, this value, the value of the function should be equivalent to the value of the original green function at zero, so it's equivalent to that value, which makes sense.

Let me tell you about a truly magical algorithm called value iteration.

The relationships between variables

Convert values to different units