But anyway, now we are ready to add a significant entry into our table of Laplace transforms.

So in general, and this is one more entry in our Laplace transform table.

And we have to assume that s is greater than zero.

I'll show you in a few videos, there are whole tables of

But this can be our first entry in our

NUMERIC, DECIMAL, FLOAT, REAL, DOUBLE

Problem 4 insert parentheses in each expression to make it a true equation.

You could view it either way.

Let's keep doing some Laplace transforms.

last modelling matrix in the chain. The M matrix represents all the transforms needed to get the object into world space.

Your choices are the transforms works only if the normal is perpendicular to the mirror.

Now, what we're going to do here is actually use this property that we showed is true.

And now we'll do a fairly hairy problem, so I'm going to have to focus so that I don't make a careless mistake.

Well, I told you that this is a useful function, so we should add its Laplace transform to our library of

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When you see capital Y of s, that's the same thing as a

And you might also see it this way.

So what is the Laplace Transform?

Transform using this transformation

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What this means on the GPU is that we have the vertex shader, we input the position in normal as before.

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And that's just the same thing as 1 s s minus a.

Interesting.

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