25. A system with memory which anticipates future values of input is called a) Non-causal System b) Non-anticipative System c) Causal System d) Static System 26.Is the system y[n]=2x[n]+2 linear? a) YES b) NO 27. Which among the following is an invertible system? a) y[n] = 0 b) y[n] = 2x[n] c) y(t) = x°(t) d) y(t) = dx(t)/dt %3D

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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25. A system with memory which anticipates future values of input is called
a) Non-causal System
b) Non-anticipative System
c) Causal System
d) Static System
26.Is the system y[n]=2x[n]+2 linear?
a) YES
b) NO
27. Which
the following is an invertible system?
among
a) y[n] = 0
b) y[n] = 2x[n]
c) y(t) = x°(t)
d) y(t) = dx(t)/dt
28.Determine the nature of the system: y(t)= t x(t-1)
a) Linear, time invariant
b) Linear, time variant
c) Non-linear, time invariant
d) Non-linear, time variant
29.y[n]=r" x[n] is
a) LTI
b) Time varying
c) Linear and time invariant
d) Causal and time invariant
system.
30. What is a stable system?
a) If every bounded input results in the bounded output
b) If every bounded input results in an unbounded output
c) If every unbounded input results in a bounded output
d) If unbounded input results in bounded as well as unbounded output'
Transcribed Image Text:25. A system with memory which anticipates future values of input is called a) Non-causal System b) Non-anticipative System c) Causal System d) Static System 26.Is the system y[n]=2x[n]+2 linear? a) YES b) NO 27. Which the following is an invertible system? among a) y[n] = 0 b) y[n] = 2x[n] c) y(t) = x°(t) d) y(t) = dx(t)/dt 28.Determine the nature of the system: y(t)= t x(t-1) a) Linear, time invariant b) Linear, time variant c) Non-linear, time invariant d) Non-linear, time variant 29.y[n]=r" x[n] is a) LTI b) Time varying c) Linear and time invariant d) Causal and time invariant system. 30. What is a stable system? a) If every bounded input results in the bounded output b) If every bounded input results in an unbounded output c) If every unbounded input results in a bounded output d) If unbounded input results in bounded as well as unbounded output'
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