The steady state value of F (t), if it is known that F(s) = ( frac{b} – McqOptions

MCQOPTIONS

1.	The steady state value of F (t), if it is known that F(s) = ( frac{b}{s(s+1)(s+a)} ), where a>0, is ________________
A.	( frac{b}{a} )
B.	( frac{a}{b} )
C.	1
D.	Cannot be determined
Answer» B. ( frac{a}{b} )

Discussion

No Comment Found

Related MCQs

The steady state value of F (t), if it is known that F(s) = ( frac{b}{s(s+1)(s+a)} ), where a>0, is ________________
A series RC circuit excited by voltage V is __________
For the system, y (t) = u{x (t)} which of the following holds true?
The impulse response of a LTI system which is continuous is H (t) = e<sup>-|t|</sup>. The system is ___________
The value of the radius of convergence of f(n) = 2<sup>n</sup>, n<0 is ____________
Given that X(s) is the Laplace transform of the signal cos 2t u (t). The signal X(3s) corresponds is _______________
Given that X(s) is the Laplace transform of the signal cos 2t u (t). The time signal corresponding to (s+1) X(s) is _________________
The system under consideration is an RC low-pass filter with R = 1 k and C = 1 F. Let H (f) denotes the frequency response of the RC, low-pass filter. Let t<sub>1</sub>(f) be the group delay function of the given RC low-pass filter and f<sub>2</sub> = 100 Hz. Then t<sub>g</sub>(f<sub>2</sub>) in ms is ___________
The ROC of u(n) = 4<sup>n</sup>, for n<0; 2<sup>n</sup>, for n 0 is ___________
The Radius of convergence of f(n) = 5<sup>n</sup>/n!, n 0 is __________