I just can't do it.

Let me put the Laplace transform of and I'm also going to the sides.

Minus 2b looks like this.

Supersede

Now I'm going to say that these are position vectors, that we draw them in standard form.

Now what would be a graphical representation of this set?

How do I replace the standard text login screen with the kde login screen?

That's my vector x.

Let's just say that my vector is the vector 2, 1.

Let's say that it is equal to 1, 2.

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So let's just start at some arbitrary point.

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If I do 2 times our vector, I'm going to get the vector 4, 2.

Do you want to replace it?

Or, we could say, let me just write it the other way.

That's the vector in standard position.

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Now, since we want to apply this to an integral, maybe

All right.

This expression is just another way of writing this expression.

But the convention is to often put them in what's called the standard position.

That means the heap property isn't satisfied but all we have to do to fix it is we just swap the value in the left child and i.

So this is vector a in standard position right there.

Our vector x was 2, 4.

let's substitute 42 into our original equation

We have 7 minus 10 5.

Everywhere that we saw an x, we will now replace it with a z.

But we could put an x in here.

And if you replace this expression everywhere, where you see an x, right?

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Simple game quest.

But we can figure out what h of 10 is pretty easily.

And now, if we wanted this in terms of x.

So let's make v prime is f prime, and let's make u e to the minus st.

Well you go back to the definition.

like that and I would go back 1 and then up 2.

That's it.

I've done this before.

So the model R squared will not change at all.

If I were to do minus 10, I would get a vector going in this direction that goes way like that.