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8. if y(t) = In x(t) then the system is a) non- linear , T.I %3D b) non-linear , T.V c) LTI d) LTV e) Non e

8. if y(t) = In x(t) then the system is a) non- linear , T.I %3D b) non-linear , T.V c) LTI d) LTV e) Non e

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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7. one of the following systems is causal and stable a) y(t) = e2t u(t) x(t) c) y(t) = e-* u(t + 1) x(t – 1) e) None 8. if y(t) = In x(t) then the system is b) y(t) = e-2* u(t + 1) x(t +1) d) y(t) = e2* u(-t) x(t+ 1) %3D a) non- linear , T.I b) non-linear , T.V c) LTI d) LTV e) Non e 9. if y(t) = sin(2t) x(t) then the system is c)non- invertible , TI a) invertible, TV d)non- invertible , TV b) invertible , TI e)None
Transcribed Image Text:7. one of the following systems is causal and stable a) y(t) = e2t u(t) x(t) c) y(t) = e-* u(t + 1) x(t – 1) e) None 8. if y(t) = In x(t) then the system is b) y(t) = e-2* u(t + 1) x(t +1) d) y(t) = e2* u(-t) x(t+ 1) %3D a) non- linear , T.I b) non-linear , T.V c) LTI d) LTV e) Non e 9. if y(t) = sin(2t) x(t) then the system is c)non- invertible , TI a) invertible, TV d)non- invertible , TV b) invertible , TI e)None
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