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A signal of the form x(t) = cos(2π fot + 0) is sampled by an impulse train with period T. The sampled signal is then passed through an ideal low pass filter with the following frequency response. Ĥ(ƒ) = T |f|≤1/(2T) |f| > 1/(27) If the sampling period T is 1.5 ms, determine the reconstructed signal for each of the values fo, given below. (a) fo =200Hz and 0 = π/3 (b) fo=500Hz and 0 = =π/5 (c) fo = 1200Hz and 0 = π/6

A signal of the form x(t) = cos(2π fot + 0) is sampled by an impulse train with period T. The sampled signal is then passed through an ideal low pass filter with the following frequency response. Ĥ(ƒ) = T |f|≤1/(2T) |f| > 1/(27) If the sampling period T is 1.5 ms, determine the reconstructed signal for each of the values fo, given below. (a) fo =200Hz and 0 = π/3 (b) fo=500Hz and 0 = =π/5 (c) fo = 1200Hz and 0 = π/6

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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A signal of the form x(t) = cos(2π fot + 0) is sampled by an impulse train with period T. The sampled signal is then passed through an ideal low pass filter with the following frequency response. Ĥ(ƒ) = T |f|≤1/(2T) |f| > 1/(27) If the sampling period T is 1.5 ms, determine the reconstructed signal for each of the values fo, given below. (a) fo =200Hz and 0 = π/3 (b) fo=500Hz and 0 = =π/5 (c) fo = 1200Hz and 0 = π/6
Transcribed Image Text:A signal of the form x(t) = cos(2π fot + 0) is sampled by an impulse train with period T. The sampled signal is then passed through an ideal low pass filter with the following frequency response. Ĥ(ƒ) = T |f|≤1/(2T) |f| > 1/(27) If the sampling period T is 1.5 ms, determine the reconstructed signal for each of the values fo, given below. (a) fo =200Hz and 0 = π/3 (b) fo=500Hz and 0 = =π/5 (c) fo = 1200Hz and 0 = π/6
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