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3. Determine whether the LTIC systems with the following transfer functions are BIBO stable and explain...
8. Determine whether the following LTIC systems are BIBO stable and explain why or why not (a) hi(t)8(t) etu(t), (b) h2(t) -26(t-3)-te5u(t) 9. Consider the following zero-state input-output relations for a variety of systems. In each case, determine whetheir the system is zero-state linear, time invariant, and casual t-2 r2 (b) (t) f(12)dr Page l of ï 8. Determine whether the following LTIC systems are BIBO stable and explain why or why not (a) hi(t)8(t) etu(t), (b) h2(t) -26(t-3)-te5u(t) 9....
15 pts) For the following transfer functions. explain why the responses will be stable (or unstable) and oscillatory (or non- oscillatory) to an impulse input. 2-1 a. H(s)-+9 s+2 s2 +2s +10 s+1 c. H(s)-
(please explain your answers). for the following transfer function, a) determine if the associated system is BIBO stable b) if BIBO stable systems in question a). For these systems, determine the steady state output Yss(t) given - an input u(t) = 2step(t) → Yss(t) = lim t→+∞ (y(t)) = constant value -an input u(t) = 3 sin(t) → Yss(t) = sin function c) if non BIBO stable systems in question a). For these systems, find a bounded input that makes...
SIGNALS AND SYSTEMS COURSE (5) Consider the op-amp circuit below. Determine whether the system is BIBO stable. (20 points) LUF | MUL Pacta un Vourlt)
Question 1: (25marks) Determine whether each of the following represents a BIBO (Binary Input/Binary Output) stable system: H(z) (z-7)(z2+1/9), causal b. H(z) (z-7)(z2+1/9), anticausal H(z) z/[(z-0.7) (2+z+1)], mixed d. H(z)-(z+1)(2-1), causal a. C. For each case in which the system is determined the ROC. Question 1: (25marks) Determine whether each of the following represents a BIBO (Binary Input/Binary Output) stable system: H(z) (z-7)(z2+1/9), causal b. H(z) (z-7)(z2+1/9), anticausal H(z) z/[(z-0.7) (2+z+1)], mixed d. H(z)-(z+1)(2-1), causal a. C. For each case...
For each of the following systems, determine whether the system is (1) stable, (2) causel, (3) linear, (4) time invariant, and (5) memoryless.
External Stability Problem Determine the following systems are BIBO stable? (a) y(t)-x(t) *x(t) (b) y(t)=tx(t) (c) y(t)-d(/d
Each of the following equations specifies an LTID system. Determine whether these systems are asymptotically stable, unstable, or marginally stable. 9.6-1 (a) yk 20.6y[k + 1] - 0.16y[k] = f k + 1 - 2flk] (b) (Е? (c) (E 1Ey{k] = (E + 2)fjk] (d) yk2y(k]0.96y(k - 2] 2flk - 1] +3f(k - 3] (e) (E2- 1)(E +E+1)уk] 3DEflk] +1)yk fk] Each of the following equations specifies an LTID system. Determine whether these systems are asymptotically stable, unstable, or marginally...
5- Determine whether or not each of the following LTI systems with the given impulse response are memoryless: a) h(t) = 56(t- 1) b) h(t) = eT u(t) e) h[n] sinEn) d) h[n] = 26[n] 6- Determine whether or not each of the following LTI systems with the given impulse response are stable: a) h(t) = 2 b) h(t) = e2tu(t - 1) c) h[n] = 3"u[n] d) h[n] = cos(Tm)u[n] 7- Determine whether or not each of the following...
Please show detailed steps, thank you! 1. The transfer function of a BIBO stable discrete system is given as H(z) = In((1-1.2z-1)(1-0.9z-1)) (a) Find h(n). (b) Find the ROC for H(z). (c) Find the pole-zero location for the system W(z) = dH(z) 2an (d) If x(n)-2 cos(EN, } 3 r(n-6), goes through the H(z) system above, find y(n).