So the convolution theorem well, actually, before I even go to the convolution theorem, let me define what a convolution is.

So the convolution of f with g, and this is going to be a function of t, it equals this.

So we just showed you that the convolution if I define

We're taking the convolution of sine of t with cosine of t.

And to kind of give you that comfort, let's actually compute a convolution.

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Form is function. Form is function.

So if I convolute f with g so this means that I'm going to take the convolution of f and g, and this is going to be a function of t.

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Exponential function

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Function Modules

Normal function.

So here I have this crazy function, reads function

So the convolution of sine of t with cosine of t is 1 2t sine of t.

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Private function, butler.

Say we have a function, let me define a function.

There is the cosine function, and there is the tangent function.