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f(t) ere Consider the system shown below: --- |-|- |-|-|- pose ideal LPF continuous-time sampler discrete-time the ideal lowpass filter has gain 1 and cutoff frequency ±100 rad/second, ● the sampler converts the continuous-time signal g(t) into the discrete-time signal with a sampling interval of T = 10 seconds, and the second filter has a real-valued impulse response h[k] and the frequency response H(N) = 1−e¯1²252 y[k] f(t) = 3 cos (25πt+π/3) - 7 cos(400πt — π/6). d an expression for ulkl simplifying your answer as much as possible

f(t) ere Consider the system shown below: --- |-|- |-|-|- pose ideal LPF continuous-time sampler discrete-time the ideal lowpass filter has gain 1 and cutoff frequency ±100 rad/second, ● the sampler converts the continuous-time signal g(t) into the discrete-time signal with a sampling interval of T = 10 seconds, and the second filter has a real-valued impulse response h[k] and the frequency response H(N) = 1−e¯1²252 y[k] f(t) = 3 cos (25πt+π/3) - 7 cos(400πt — π/6). d an expression for ulkl simplifying your answer as much as possible

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Please help with this question, please write clearly and not typed, and please explain clearly, thanks. Will upvote 

f(t) where Consider the system shown below: Suppose ideal LPF continuous-time g(t) sampler g[k] h[k] discrete-time the ideal lowpass filter has gain 1 and cutoff frequency ±100 rad/second, the sampler converts the continuous-time signal g(t) into the discrete-time signal g[k] with a sampling interval of T = 10 seconds, and • the second filter has a real-valued impulse response h[k] and the frequency response H(N) = 1e-1252 y[k] f(t) = 3 cos (25πt + π/3) - 7 cos(400πt - π/6). Find an expression for y[k], simplifying your answer as much as possible.
Transcribed Image Text:f(t) where Consider the system shown below: Suppose ideal LPF continuous-time g(t) sampler g[k] h[k] discrete-time the ideal lowpass filter has gain 1 and cutoff frequency ±100 rad/second, the sampler converts the continuous-time signal g(t) into the discrete-time signal g[k] with a sampling interval of T = 10 seconds, and • the second filter has a real-valued impulse response h[k] and the frequency response H(N) = 1e-1252 y[k] f(t) = 3 cos (25πt + π/3) - 7 cos(400πt - π/6). Find an expression for y[k], simplifying your answer as much as possible.
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