The unit sample response of an ideal Hilbert transform ish(n)= ( frac{ – McqOptions

MCQOPTIONS

1.	The unit sample response of an ideal Hilbert transform is h(n)= ( frac{2}{ pi} frac{(sin( frac{ n}{2}))^{2}}{n} ); n 0
A.	nh(n)=0; n=0
B.	True
C.	False
Answer» B. True

Discussion

No Comment Found

Related MCQs

What is the value of unit sample response of an ideal Hilbert transform for n even?
If f<sub>l</sub> and f<sub>u</sub> are the cutoff frequencies, then what is the desired real valued frequency response of a Hilbert transform filter in the frequency range 2 f<sub>l</sub> < < 2 f<sub>u</sub>?
It is impossible to design an all-pass digital Hilbert transformer.
Which of the following is true regarding the frequency response of Hilbert transform?
In this section, we confine our attention on the design of FIR Hilbert transformers with h(n)=-h(M-1-n).
The unit sample response of Hilbert transform is _______________
The unit sample response of Hilbert transform is infinite in duration and causal.
The unit sample response of an ideal Hilbert transform is<br>h(n)= ( frac{2}{ pi} frac{(sin( frac{ n}{2}))^{2}}{n} ); n 0