A LTI system's impulse response is h(t), whose Fourier Transform is H, (f) = 1001(4). )....

  

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A LTI system's impulse response is h(t), whose Fourier Transform is H, (f) = 1001(4). ). Another LTI system has the impulse response as h₂ (t) = h, (t) cos(20007t). Compute and sketch H₂(f) the Fourier Transform of h₂(t). Is the system of h₂ (t) a Low-pass, High-pass, or Band-pass filter? A LTI system's impulse response is h(t), whose Fourier Transform is H, (f) = 1001(4). ). Another LTI system has the impulse response as h₂ (t) = h, (t) cos(20007t). Compute and sketch H₂(f) the Fourier Transform of h₂(t). Is the system of h₂ (t) a Low-pass, High-pass, or Band-pass filter?

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Given X fto X ft foll 1003 hilt FT Hilf 1000 997 10 T... View the full answer