The relationship between the input x(t) and the out p(t) of a system is given as: p(t) = t[x(2t (i) Test the linearity and the time invariance of the system. Determine whether the system is an LTI or non-LTI system. (ii) Classify whether the system is causal or non-causal system. BEJO20

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x(t)
1.
-1
1
-1
Figure 1
Transcribed Image Text:x(t) 1. -1 1 -1 Figure 1
The relationship between the input x(t) and the output p(t) of a system is given
as:
p(t) = t[x(2t +
Test the linearity and the time invariance of the system. Determine whether
the system is an LTI or non-LTI system.
Tet 20
(ii)
Classify whether the system is causal or non-causal system.
BEJ20
Transcribed Image Text:The relationship between the input x(t) and the output p(t) of a system is given as: p(t) = t[x(2t + Test the linearity and the time invariance of the system. Determine whether the system is an LTI or non-LTI system. Tet 20 (ii) Classify whether the system is causal or non-causal system. BEJ20
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