Is y[n] = n*sin(n*pi/4)u[-n] a stable system? | Mcqs

0

Question & Answer

Q:

Is y[n] = n*sin(n*pi/4)u[-n] a stable system?

A) Yes	B) No
C) Marginally stable	D) None of the mentioned

Answer & Explanation Answer: B) No

Explanation: The ‘n’ term in the y[n] will dominate as it reaches to negative infinity, and hence could reach infinite values. Eventhough + infinity would not be a problem, still the resultant system would be unstable.

View Answer & Explanation

Category: Electronics & Electrical MCQs
Sub Category: Signals & Systems Mcqs

72

Related Questions

Q:

Pass transistors are transistors used as ________

Q:

An inverter driven through one or more pass transistors has Zp.u/Zp.d ratio of ________

Q:

In depletion mode pull-up, dissipation is high since current flows when?

Q:

What is the following expression equal to: h*(c*(b+d(t))), d(t) is the delta function

Q:

In complementary transistor pull-up, current flows when?

Q:

Does the system h(t) = exp([1-4j]t) correspond to a stable system?

Q:

CMOS inverter has ______ regions of operation.

Q:

The system transfer function and the input if exchanged will still give the same response.

Q:

If n-transistor conducts and has large voltage between source and drain, then it is said to be in _____ region.

Q:

For an LTI discrete system to be stable, the square sum of the impulse response should be

Comment Section

Recent Comments