A system is at rest for t < 0. It is given by \(\frac{dy}{dt}\) + 2y = – McqOptions

MCQOPTIONS

1.	A system is at rest for t < 0. It is given by \(\frac{dy}{dt}\) + 2y = u(t)sin⁡(2t+A). If steady state is reached at t = 0, then the value of angle A is ___________
A.	0°
B.	45°
C.	-45°
D.	∞
Answer» C.

Discussion

No Comment Found

Related MCQs

Given a system function H(s) = \(\frac{V(s)}{I(s)} = \frac{(s+4)}{(s+3)^2}\). And i(t) is a unit step, then V(t) in the steady state is ___________
The Laplace transform of the function 6e5tcos(2t) – e7t is ______________
The Laplace transform of the function e-2tcos(3t) + 5e-2tsin(3t) is ____________
If y(t) = 120e10x(t), then the relation is _________
The values of z12 and z22 for a T circuit having resistances 20 Ω each is _____________
The values of z11 and z21 for a T circuit having resistances 20 Ω each is _____________
Barlett’s Bisection Theorem is applicable to ___________
The value of 2 [u (t – 1) – u (1 – 2t)] (u ( t + 1) + u (t)) at t = 3 sec is ____________
A system is at rest for t < 0. It is given by \(\frac{dy}{dt}\) + 2y = u(t)sin⁡(2t+A). If steady state is reached at t = 0, then the value of angle A is ___________
A system function H(s) = \(\frac{V(s)}{I(s)} = \frac{s}{(s+4)}\). For i(t) = u(t) and value of system is 0 for t<0. Then v(t) is ___________