Consider U(t) to be the continuous-time unit step function. Plot the given continuous-time signals below. (a) x(1)= U(-t -3) (b) y(t)=U(3t+3) (c) z(t)=x(t).y(t)

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Consider U(t) to be the continuous-time unit step function. Plot the given continuous-time signals
below.
(a) x(t)= U(-t-3)
(b) y(t)=U(3t+3)
(c) z(t)=x(t).y(t)
Transcribed Image Text:Consider U(t) to be the continuous-time unit step function. Plot the given continuous-time signals below. (a) x(t)= U(-t-3) (b) y(t)=U(3t+3) (c) z(t)=x(t).y(t)
Determine whether the system could be memoryless, stable, causal, linear and time-invariant.
For all cases, justify your answers.
(a) y[»]=글*[2"]
d
(b) y(t)={5e *x(t)}
dt
Transcribed Image Text:Determine whether the system could be memoryless, stable, causal, linear and time-invariant. For all cases, justify your answers. (a) y[»]=글*[2"] d (b) y(t)={5e *x(t)} dt
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