(1): The principle of super position is applicable on a- Non linear system b- Linear system c- Neural system

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Q2: Choose the right answer.
(1): The principle of super position is applicable on
a- Non linear system
b- Linear system
c- Neural system
(2): The following system
a- Non linear system
b- Linear time varying system
c- Linear time invariant system
ÿ + 2ÿ + 4ỷ +3y = 6ủ + u?
is
ÿ + 2ỹ + 4ỹ +3ty = 6ù + u
(3): The following system
a- Non linear system
b- Linear time varying system
c- Linear time invariant system
is
(4): The definition of transfer function for sample data system is
a- The ratio of output to the input
b- The ratio of Laplace transform of the output to the Laplace transform of the input,
assuming that all initial conditions are zero
c- The ratio of Z-transform of the output to the Z-transform of the input,
assuming that all initial conditions are zero
(5): the unit impulse response of first order system G(s)
s+2
c(t) = e-2t
c(t) = 2e-2t
c(t) = e-0.5t
(6): the unit step response of first order system G(s) =
c(t) = 1- 0.5e-2t
c(t) = 1-e-2t
c(t) = 1-e-05t
a-
b-
%3D
C-
2
%3D
s+2
a-
b-
C-
Transcribed Image Text:Q2: Choose the right answer. (1): The principle of super position is applicable on a- Non linear system b- Linear system c- Neural system (2): The following system a- Non linear system b- Linear time varying system c- Linear time invariant system ÿ + 2ÿ + 4ỷ +3y = 6ủ + u? is ÿ + 2ỹ + 4ỹ +3ty = 6ù + u (3): The following system a- Non linear system b- Linear time varying system c- Linear time invariant system is (4): The definition of transfer function for sample data system is a- The ratio of output to the input b- The ratio of Laplace transform of the output to the Laplace transform of the input, assuming that all initial conditions are zero c- The ratio of Z-transform of the output to the Z-transform of the input, assuming that all initial conditions are zero (5): the unit impulse response of first order system G(s) s+2 c(t) = e-2t c(t) = 2e-2t c(t) = e-0.5t (6): the unit step response of first order system G(s) = c(t) = 1- 0.5e-2t c(t) = 1-e-2t c(t) = 1-e-05t a- b- %3D C- 2 %3D s+2 a- b- C-
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