The system y[n] = \(∑_{k=-∞}^n x[k]\) is an example of _________ – McqOptions

MCQOPTIONS

1.	The system y[n] = \(∑_{k=-∞}^n x[k]\) is an example of ____________
A.	Invertible system
B.	Memoryless system
C.	Non-invertible system
D.	Averaging system
Answer» B. Memoryless system

Discussion

No Comment Found

Related MCQs

The system y[n] = \(∑_{k=-∞}^n x[k]\) is an example of ____________
If the response of LTI continuous time system to unit step input is (\(\frac{1}{2} – \frac{1}{2} e^{-2t}\)), the impulse response of the system is _______________
The system y(t) = \(\frac{d x(t)}{dt}\) is ______________
The system y(t) = \(\frac{d x^2 (t)}{dt}\) is ___________
The system y(t) = x(2t) is ______________
The system y(t) = 15ex(t) is ___________
The system y(t) = x2(t) is ______________
Let a signal a1 sin (ω1 t + φ1) be applied to an astable LTI system. The corresponding output is a2 F sin (ω2 t + φ2). Then which of the following is correct?
Sinusoidal signal x (t) = 4cos (200t + \(\frac{π}{6}\)) is passed through a square law device defined by the input output relation y (t) = x2(t). The DC component in the signal is _____________
The system y(t) = x3(t) is ___________