Double flat

Well, that's going to be based on Fibonacci of 4 and Fibonacci of 3.

And we get the Laplace transform of the second derivative is equal to s squared times the Laplace transform of our function, f of t, minus s times f of 0, minus f prime of 0.

Ahhh

First of all, let's confirm that p of 0 is equal to f of 0.

It's f of b minus f of a.

f

F

F

Fv

So what is that distance?

Plus f of 0.

f file

F Number

f Block

f Block

F Number

I could write of t, but that gets monotonous.

Let's do this one.

J.F ...

Rimmer, F

Oh, moral fiber.

You are dealing with an odd function if and only if f of x for all the x's that are defined on that function or for which that function is defined.

Now 4 is based on 3 and 2. 2 is a base case, so we're done. 3 is based on 2 and 1.

So let's see if we could use this and the fact that the

Let me write that, careful.

For this second function right here, f of 7 is equal to 5 times 2 minus now for x we have a 7.

That's this, right?

Fahrenheit F

Well, this is the value f(1.5)

So let's start with something examples.

Let me write that right over here. f( 1) 6.

Well then it's just going to turn over this.

I'll do part c after that, just for the sake of time.

Here I'll color code it.

So f of z.

I just substituted this with this.

Now we have this function.

And then we would get let me scroll down a little bit.

F405434.

E, F, L, E, P, T P, L, E, P, F, L, F, L, E P, T, P, L, F, E, T, E L, O, P, Z, D, D, E, F, P, O, T, E, C F, L, E, P, T, P, L, E, P F, L, F, L, E, P, T, P, L, F, L, T, M, A, D in U, S, A.

There's the F35.

FBI.

I meant more the FBI's interest.

I know that, because I read her F.B.I. file.