02 Answer with True (T) or False (F) 1- The ordinary automobile traffic light system is closed-loop system. 2- The input for an automatic temperature- regulating oven is the actual oven temperature. 3- The Laplace transform transforms a problem from the real variable time domain into the complex variable s-domain.

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Q2 Answer with True (T) or False (F)
1- The ordinary automobile traffic light system is closed-loop
system.
2- The input for an automatic temperature- regulating oven is
the actual oven temperature.
3- The Laplace transform transforms a problem from the real
variable time domain into the complex variable s-domain.
is e-3t
s+1
1
4-The inverse transform of
5-The inverse transform of F(s/a) is af(at).
6- If all initial conditions are zero, then the Laplace transform of
the differential equation is obtained simply by replacing d/dt
with s,
d2
with s2 , and so on.
dt2
7-The Laplace transform method yields the complementary
solution of linear, time-invariant differential equations.
8- A system is called linear if the principle of superposition
applies.
9- The transfer function of a system is defined as the ratio of
the Laplace transform of the output (response function) to the
Laplace transform of the input (driving function) under the
assumption that all initial conditions are zero.
10- The transfer function provides information concerning the
physical structure of the system.
Transcribed Image Text:Q2 Answer with True (T) or False (F) 1- The ordinary automobile traffic light system is closed-loop system. 2- The input for an automatic temperature- regulating oven is the actual oven temperature. 3- The Laplace transform transforms a problem from the real variable time domain into the complex variable s-domain. is e-3t s+1 1 4-The inverse transform of 5-The inverse transform of F(s/a) is af(at). 6- If all initial conditions are zero, then the Laplace transform of the differential equation is obtained simply by replacing d/dt with s, d2 with s2 , and so on. dt2 7-The Laplace transform method yields the complementary solution of linear, time-invariant differential equations. 8- A system is called linear if the principle of superposition applies. 9- The transfer function of a system is defined as the ratio of the Laplace transform of the output (response function) to the Laplace transform of the input (driving function) under the assumption that all initial conditions are zero. 10- The transfer function provides information concerning the physical structure of the system.
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