Consider a discrete-time system whose response to any input signal x[n] is the convolution of x[n] with a fixed signal h[n]. Suppose that this system's frequency response is sins. Which of the following filters can this system be defined as? A) a low-pass filter B) a high-pass filter C) a band-pass filter D) a band-stop filter E) all-pass filter Your answer: ОА Ов Ос
Consider a discrete-time system whose response to any input signal x[n] is the convolution of x[n] with a fixed signal h[n]. Suppose that this system's frequency response is sins. Which of the following filters can this system be defined as? A) a low-pass filter B) a high-pass filter C) a band-pass filter D) a band-stop filter E) all-pass filter Your answer: ОА Ов Ос
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![Consider a discrete-time system whose response to any input signal x[n] is the convolution
of x[n] with a fixed signal h[n]. Suppose that this system's frequency response is sinn.
Which of the following filters can this system be defined as?
A) a low-pass filter
B) a high-pass filter
C) a band-pass filter
D) a band-stop filter
E) all-pass filter
Your answer:
O A
B
C
D
Ο Ε](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fab67f810-d8d7-4df8-add6-db92318ebf4c%2Fde1773df-c7a6-4495-9b93-98710e023ee2%2F2jfojy_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Consider a discrete-time system whose response to any input signal x[n] is the convolution
of x[n] with a fixed signal h[n]. Suppose that this system's frequency response is sinn.
Which of the following filters can this system be defined as?
A) a low-pass filter
B) a high-pass filter
C) a band-pass filter
D) a band-stop filter
E) all-pass filter
Your answer:
O A
B
C
D
Ο Ε
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