## Discrete Fourier Transform

1. The problem statement, all variables and given/known data
Find the discrete Fourier transform X[k] = DFTn {x[n]} of the following
periodic sequences x[n] = x[n - N] with period N:

(a) For n = 0 . . .N - 1 we have x[n] =$$\delta$$[n].
(b) For n = 0 . . .N - 1 we have x[n] = $$\mu$$[n] -$$\mu$$[n - K] with K < N.
(c) x[n] = cos( (2*pi*M*n)/N ).

2. Relevant equations
We dont have a book for my digital processing class and i missed couple of classes so i have no idea how to start these problems. A little hint or a link to a good tutorial/source would be greatly appreciated.

3. The attempt at a solution
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