The following are the impulse responses of CTLTI systrems. Determine whether each system is causal and/or...

 

Transcribed Image Text:

The following are the impulse responses of CTLTI systrems. Determine whether each system is causal and/or stable. (a) h(t) = e¹u(t - 2) (b) h(t) = e-tu(3 - t) (c) h(t) = e-²¹u(t + 50) (d) h(t) = e²¹u(-1 – t) (e) h(t) = e-6/r (f) h(t) = te 'u(t) (g) h(t) = (2e-¹-e.-100/100)u(1) Justify your answer with necessary details/analysis - only answer (for example, casual/non-casual, BIBO stable/unstable etc.) is NOT accepted. The following are the impulse responses of CTLTI systrems. Determine whether each system is causal and/or stable. (a) h(t) = e¹u(t - 2) (b) h(t) = e-tu(3 - t) (c) h(t) = e-²¹u(t + 50) (d) h(t) = e²¹u(-1 – t) (e) h(t) = e-6/r (f) h(t) = te 'u(t) (g) h(t) = (2e-¹-e.-100/100)u(1) Justify your answer with necessary details/analysis - only answer (for example, casual/non-casual, BIBO stable/unstable etc.) is NOT accepted.

Answer rating: 100% (QA)

Ans a ht e 4t ut2 Since the graph is starting from t2 and ... View the full answer