Consider the system with T>0 and input-output relationship ct+T y(t) == ft+ x(t)dt a) Is it...
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Consider the system with T>0 and input-output relationship ct+T y(t) == ft+ x(t)dt a) Is it a linear system? Justify your answer. b) Is it a time-invariant system? Justify your answer. c) Is it a causal system? Justify your answer. d) Is it a stable system? Justify your answer. [4pt] [4pt] [2pt] [2pt] [2pt] e) Is it a memoryless system? Justify your answer. f) Can we evaluate the output of the system in response to any input using convolution? Yes or no? Why? [2pt] Consider the system with T>0 and input-output relationship ct+T y(t) == ft+ x(t)dt a) Is it a linear system? Justify your answer. b) Is it a time-invariant system? Justify your answer. c) Is it a causal system? Justify your answer. d) Is it a stable system? Justify your answer. [4pt] [4pt] [2pt] [2pt] [2pt] e) Is it a memoryless system? Justify your answer. f) Can we evaluate the output of the system in response to any input using convolution? Yes or no? Why? [2pt]
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a No the given system is not linear Linearity in a system means it must satisfy both the superposition and homogeneity properties The superposition pr... View the full answer
Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
Posted Date:
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