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* The following signals are sampled. In order for their samples to contain all information of a signal, determine the range of sampling period T, according to the sampling theorem. m(t) = 1+ e12n×100t + 2 cos(2n × 200t); (1) (2) m(t) is a rectangular pulse with a width of 10 seconds.

* The following signals are sampled. In order for their samples to contain all information of a signal, determine the range of sampling period T, according to the sampling theorem. m(t) = 1+ e12n×100t + 2 cos(2n × 200t); (1) (2) m(t) is a rectangular pulse with a width of 10 seconds.

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
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The following signals are sampled, In order for their samples to contain all information of a signal, determine the range of sampling period T, according to the sampling theorem. (1) m(t) = 1+ eJ2n×100t + 2 cos(2n × 200t); m(t) is a rectangular pulse with a width of 10 seconds.
Transcribed Image Text:The following signals are sampled, In order for their samples to contain all information of a signal, determine the range of sampling period T, according to the sampling theorem. (1) m(t) = 1+ eJ2n×100t + 2 cos(2n × 200t); m(t) is a rectangular pulse with a width of 10 seconds.
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