Consider the system shown in Figure, with, it is desired that the output of the system, y[n + 11] = X(e ^j?n), where ?_n = (2?/19) + n(2?/10) for n = 0,?,4, Give the correct value for the sequence r[n] in Figure. Such that the output y [n] provides the desired samples of the discrete-time Fourier transform.

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( ei(21/10)(n-11)/2. n = 0. 1.... 15. ei(27/10)(n-11)/2 h[n] = 0. otherwise. h[n] x[n] y[n] e 1(2m/10)(n - 11)2 r[n]