(1 point) In this problem you will apply the fast Fourier transform to f = (-3, 0, 2, 2, 2, 1, 2, -1) (A) Split f into its even and odd components: feven = fodd = F (B) Compute the Fourier transforms of the even and odd components: Ff. even + (C) Combine the Fourier transforms of the even and odd components to get the transform of f Fo{f} = ( 1 F{f} = ( F{f} = ( F3{f} = } ( [ F{f} = ( F {f} = }( Fo{f} = ( Fr{f} = }( + w + w 3 1+ 2 13 13 13