Biomedical Engineering > GATE 2023 > Digital Filters
A finite impulse response (FIR) filter has only two non-zero samples in its impulse response h[n], namely h=h=1. The Discrete Time Fourier Transform (DTFT) of h[n] equals H(ejω), as a function of the normalized angular frequency ω. For the range |ω|≤π, |H(ejω)| is equal to
A
2|cos(ω)|
B
2|sin(ω)|
C
2|cos(ω/2)|
D
2|sin(ω/2)|

Correct : c

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GATE Biomedical Engineering 2023 GATE BM 2023 Q17 FIR filter DTFT Discrete Time Fourier Transform impulse response h[n] magnitude response FIR filter normalized angular frequency DTFT

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