If F( s) = 6(s 2)(s + 2) s(s + 1) (s + 3)(s + 4) then f(oo) is %3D O 2 O None of the choices 8.
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Q: convolution integral,
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- Signal and system subject.Q3) the impulse response of a system is given as h(t)=u(-t) find and draw the output when the input is given as x(t)=u(-t) q4)the impulse response to a system is given as h(t)=u(2-t) find and draw the output when the input isGiven H(s)=s2/(s+3)(s-2)(s-4) and ROC Re(s)>4. Estimate the impulse response h(t). I have started the solution but stuck. Please help. I need complete and correct solution. Not some trash.The waveform of x(t) and h(t) are shown in figure 2, please sketch the convolution integral for a system with input signal x(t) and impulse response h(t).
- Find and draw the mathematical expression for the output signal y(t) for the input and impulse response signals. Note: Signals in u(t-a) - u(t-b) form are signals in rectangular form. x(t) = u(t − 3) − u(t − 5)ℎ(t) = u(t) − u(t − 3)A discrete time signal x[n] is given as x[n] = δ[n] + δ[n+1] + 3 δ[n-3] . Draw signals x[n-2], 2x[n-1], x[3-n]Which of the following are most true when comparing balanced (differential) signals to unbalanced (single-ended) signals?A. Balanced signals are less susceptible to noise interference.B. Unbalanced signals use fewer wires.C. Balanced signals use ground for one of the two wires.D. Unbalanced signals take advantage of the common-mode rejection capability of op amps.Two correct possible answers.
- For the above RLC circuit, select the state variables such that the stateequations of the system x = Ax+Bu y= Cx +Du can be written in form. Show it.How many poles and zeros the following signal have? Explain your answer. x(n) = a^n, 0<=n<=N-1(4) A - draw the following unit step function and Evaluate it at a 3s f (t) u (t + 1) - ut - 1) + ut + 2) - ut - 4)
- ASAP. STRICTLY USE DIFFERENTIAL EQUATION. DON'T CONVERT THE CIRCUIT TO S-DOMAIN. FIFTH TIME ASKING, previous answers didn't follow instructions. PLEASE FOLLOW TO HAVE A LIKE.! Do NOT apply S-domain; solve RLC normally, please !!!!!!!!!The forward path transfer function is given by G(s) = 9/s(s+6). Obtain an expression for unit step response of the system.a) 1+3te-t+e-2t b) 1-e-3t-3te-3tc) 1-e-t+3e-2t d) 1-2te-2t+e+2t