EXAMPLE 1.4.1 The implications of these frequency relations can be fully appreciated by considering the two analog sinusoidal signals X1(t) = cos 27 (10)t (1.4.12) x2(1) = cos 27 (50)t %3D which are sampled at a rate F, = 40 Hz. The corresponding discrete-time signals or sequences are
EXAMPLE 1.4.1 The implications of these frequency relations can be fully appreciated by considering the two analog sinusoidal signals X1(t) = cos 27 (10)t (1.4.12) x2(1) = cos 27 (50)t %3D which are sampled at a rate F, = 40 Hz. The corresponding discrete-time signals or sequences are
Introductory Circuit Analysis (13th Edition)
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![EXAMPLE 1.4.1
The implications of these frequency relations can be fully appreciated by considering the two
analog sinusoidal signals
x1(t) = cos 2T (10)t
(1.4.12)
x2(1) = cos 2T (50)t
which are sampled at a rate F, = 40 Hz. The corresponding discrete-time signals or sequences
are](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F98e3334a-5b4f-4b2c-8de6-43c6a2ff13e5%2F7700dc0d-13db-490b-a7db-2ef472a79acf%2Fr3wbbup_processed.jpeg&w=3840&q=75)
Transcribed Image Text:EXAMPLE 1.4.1
The implications of these frequency relations can be fully appreciated by considering the two
analog sinusoidal signals
x1(t) = cos 2T (10)t
(1.4.12)
x2(1) = cos 2T (50)t
which are sampled at a rate F, = 40 Hz. The corresponding discrete-time signals or sequences
are
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