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Q4) What are Continous &
Discrete Systems ?
A4) Systems such as the aircraft, in which the changes are predominantly
smooth, are called as continous systems. Systems like the factory, in
which changes are predominantly discontinuous will be called as discrete
systems. Few systems are wholly discontinous or discrete. In most
systems one type of change predominates so that systems can usually be
classified as being continous or discrete.
Q5) What is System Analysis?
A5) System Analysis aims to understand how an existing system or a
proposed system operates. The ideal situation would be that the
investigator is able to experiment with the system itself. What is
actually is done to construct a model of the system & investigate the
behavior of the model. The Results obtained are interpreted in terms of
system performance.
Q6) What is System Design?
A6) In System Design the object is to produce a system that meets
specifications. Certain system parameters or components can be selected
or planned by the designer, and, conceptually, he chooses a particular
combination of components to construct a system. Then its behavior is
noted. If the predicted performance compares positively with the desired
performance, the design is accepted otherwise system is redesigned. |
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Q7) Define subsystems?
A7) Subsystem is defined as a part of a system as a whole.It is
customary to describe a system as consisting of interacting subsystems.
Subsystem might be considered as a system consisting of subsystem at a
still lower level of detail. E.g. Computer system works whole as a
System but its components such as CPU, input devices etc are subsystems
but work as a whole system in itself.
Q8) What are the Principals used in modeling?
A8) Various Principals used in Modeling are as follows:
1) Block -building
2) Relevance
3) Accuracy
4) Aggregation
Q9) What are Stochastic variables?
A9) When the output of system is random no then these type of variables
are known as stochastic variables. More Formally, a stochastic process
is defined as being an ordered set of random variables. The ordering of
the set usually being with respect of time. The stochastic variable
might e.g. represent the no of days in the month or a sequence of dates.
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