The inverse Laplace transform of the function f(S) = 1/S (1 + S) is_________________?
A. 1 + et
B. 1 – et
C. 1 + e-t
D. 1 – e-t
A. 1 + et
B. 1 – et
C. 1 + e-t
D. 1 – e-t
A. Becomes more oscillatory (frequency increases)
B. Becomes less oscillatory (frequency decreases)
C. Gets amplified (magnitude increases)
D. Gets attenuated (magnitude decreases)
A. Absolute
B. Gauge
C. Absolute as well as gauge
D. dynamic
A. Light intensity
B. Current
C. Flux density
D. Voltage
A. – ∞, π/2
B. -π/2, π/2
C. -π/2, 0
D. 0, π/2
A. Ice (F.P) and steam (B.P)
B. Oxygen and sulphur (B.P)
C. Antimony and silver (F.P)
D. Zinc (B.P) and mercury (F.P)
A. Impulse
B. Step
C. Ramp
D. Sinusoidal
A. Outlet flow rate
B. Level
C. Both A. & B.
D. Neither A. nor B.
A. 1
B. 1/S
C. 1/S2
D. 1/(S2 + 1)
A. 1/(Ts + 1)
B. 1/Ts
C. s/(Ts + 1)
D. None of these