(a) the inverse Laplace transform of its transfer function (b) the inverse Laplace transform of G(s) (c) the inverse Laplace transform of G(s)H (s) (d) none of these
Answer
Answer : (a)
Explanation
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Time Domain Analysis » Exercise - 19. The Laplace transform of impulse is : (a) zero (b) one (c) the inverse Laplace transform of G(s)H(s) (d) none of these
Time Domain Analysis » Exercise - 124. The transfer function is the ratio of : (a) output to input (b) the Laplace transform of output to the Laplace transform of input (c) the Laplace transform of input to the Laplace transform of output (d) the inverse Laplace transform of output to the inverse Laplace transform of input
Time Domain Analysis » Exercise - 113. The system’s impulse response is sometimes referred to as the : (a) weighting function of the system (b) transfer function of the system (c) transient response of the system (d) steady-state response of the system
Time Domain Analysis » Exercise - 121. Knowledge of the transfer function of a system is necessary for the calculation of : (a) time constant (b) output for a given input (c) order of the system (d) none of these
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