Fee?

For facilitating.

So you could imagine, you can make an arbitrarily complicated function of things jumping up and down to different levels based on different essentially linear combinations of these unit step functions.

It's about our beliefs and expectations.

Three percent of your commission from here on out.

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Is there a handling charge?

How much is the commission?

How much is the handling charge?

CA But if it's a 3,000 rupee, 70 dollar bribe, what fee would you have to charge, and can you actually make the business work?

So they get it off their hands.

So they will have lower fees.

Which is exactly what we expected.

Now, what is the domain, the domain for

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Let's say I have this bizarre looking function.

We charge a commission of 3 .

So Pete will manage this and he will still take a management fee

Now all that's left to do is settle my fee.

Yeah, well, it falls under my premiumservices package, but you can afford that.

And one thing I want to point out is what happens when you graph the function and the inverse.

And I'm going to shift it and multiply it times some arbitrary function f of t.

Is there a service charge for that?

And so because it's not actively managed, the argument would be that they don't do as much as managing fees.

And in general, ETF also have lower fees.

This right here is e to the minus st times f of t.

We won't worry about that right now.

Now, in Canada, we have that great healthcare system.

Another type of revenue strategy could be an intermediation fee.

Did i say it right?

So the product rule tells us if we have two functions, u times v.

We know when we run this program that it should say hello gracie.

Eight hundred thousand in commission dollars.

So you kind of get the best of both worlds.

Because we know that the derivative, with respect to x of psi, is equal to the partial of psi, with respect to x, plus the partial of psi, with respect to y, times y prime.

Generally when you see this kind of construct in Python a, kw that means they're writing a function that adds a little bit of behavior to another function.

It prints status just before exiting.

Find the value of f(5).

I will give you an f of x.

look at the graph.

Well all of the coefficients on and I want to be careful with the term coefficients, because traditionally we view coefficients as always being constants but here we have functions of x as coefficients.

So let's say non negative rational numbers.

Let's walk through every part of this JavaScript code together.

Generally you say a .

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