q the response vt of a linear system to a
Q. The response v(t) of a linear system to a unit-step excitation i(t) is given by v(t) = (5 - 3e-t + 2e-2t ) u(t). Determine the transfer function H(s) = V (s)/I (s).
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q the voltage wave form of figure is applied to an rlc series circuit with r 2 l 2h and c 1 f obtain it in the series circuit note that the
a let a unit impulse of current it deltat be applied to a parallel combination of r 3 and c 12 f determine the voltage vct across the capacitorb
q a let a unit impulse of voltage vt deltat be applied to a series combination of r 20 and l 10 mh determine the current itin the series circuitb
q determine the laplace transform for each of the following functions from the basic denition of equationa f1t utb f2t e-atc f3t df t dt assuming
q the response vt of a linear system to a unit-step excitation it is given by vt 5 - 3e-t 2e-2t ut determine the transfer function hs v si
q the response yt of a linear system to a unit-step excitation is yt 4 - 10e-t 8e-2t uta find the system functionb find the frequency at which the
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in a three-cornered paint ball duel a b and c successively take shots at each other until only one of them remains paint free once hit a player is
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