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hep mein matlab program

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a_biglover

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Let h(n) and g(n) be two different real sequences. Form the complex sequence:
x(n)=h(n)+jg(n)
Finding the FFT of x(n), we can find the FFTs of h(n) and g(n). First, show analytically how the H(k) and G(k) are found from X(k). Second let h(n) and g(n) be as below

h(n)=exp(-n)
g(n)=cos((2*pi*n)/256)
0<=n<256

Use the results analytically obtained to calculate the FFTs of h(n) and g(n). Plot abs(H(k))
and abs(G(k))
 

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