Design a FIR digital filter to approximate an ideal low-pass filter with pass-band gain unity, cut-off frequency50 Hzand working at a sampling frequency fE 5000 Hz. The length M of the sampled impulse response of the filter should be 5. Use a rectangular window.

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Exercise 1X
rectagukr
NES
en)
Design a FIR digital filter to approximate an ideal low-pass filter
with pass-band gain unity, cut-off frequency850 Hzand working
at a sampling frequency fE 5000 Hz. The length M of the
sampled impulse response of the filter should be 5. Use a
rectangular window.
Exercise 2
hu)=
harm).
. wen)
The desired response of a low-pass filter is
t31/12
-j30
-3π/4< ω< 3π/4,
3t/4<lo<T
Determine H(e") for M=7 using a Hamming window
H,(e®) =
0,
LATER
FOR
mON
CASS
Transcribed Image Text:Exercise 1X rectagukr NES en) Design a FIR digital filter to approximate an ideal low-pass filter with pass-band gain unity, cut-off frequency850 Hzand working at a sampling frequency fE 5000 Hz. The length M of the sampled impulse response of the filter should be 5. Use a rectangular window. Exercise 2 hu)= harm). . wen) The desired response of a low-pass filter is t31/12 -j30 -3π/4< ω< 3π/4, 3t/4<lo<T Determine H(e") for M=7 using a Hamming window H,(e®) = 0, LATER FOR mON CASS
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