Control Systems Angle of asymptotes for complimentary root locus is (2q)*180/P (2q)*180/(P-Z) (2q+1)*180/(P-Z) (2q+1)*180/P (2q)*180/P (2q)*180/(P-Z) (2q+1)*180/(P-Z) (2q+1)*180/P ANSWER DOWNLOAD EXAMIANS APP
Control Systems Find the Laplace transform for sinωt? s/(s²+ω²) 1/s 1/s² ω/(s²+ω²) s/(s²+ω²) 1/s 1/s² ω/(s²+ω²) ANSWER DOWNLOAD EXAMIANS APP
Control Systems At which frequency does the Bode magnitude plots for the functions K/S2 have gain crossover frequency ω = K rad/sec. ω = K2 rad/sec. ω = √K rad/sec. ω = 0 rad/sec. ω = K rad/sec. ω = K2 rad/sec. ω = √K rad/sec. ω = 0 rad/sec. ANSWER DOWNLOAD EXAMIANS APP
Control Systems Angle condition for complimentary root locus or inverse root locus is ± (2q + 1) 360° ± (2q) 360° ± (2q + 1) 180° ± (2q) 180° ± (2q + 1) 360° ± (2q) 360° ± (2q + 1) 180° ± (2q) 180° ANSWER DOWNLOAD EXAMIANS APP
Control Systems Time response for a second order control system depends on value of ξ. If ξ>1 then the system is called as undamped system . under damped system. critically damped system. over damped system. undamped system . under damped system. critically damped system. over damped system. ANSWER DOWNLOAD EXAMIANS APP
Control Systems Consider the function F(s) = ω/(s²+ω²). Where F(s) = Laplace transform of f(t). The final value of f(t) is equal to finite constant a value between -1 and +1 zero infinite finite constant a value between -1 and +1 zero infinite ANSWER DOWNLOAD EXAMIANS APP
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