signals and system
Obtain the impulse response of the system.
z conversion has not been done yet.
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signals and system Obtain the impulse response of the system. z conversion has not been done...
Find the impulse response of the following system if 5. hi (n) 6(n) 35(n- 1) h2(n) 3"u(n) n h3(n) u(n) h4(n) nu(n) hs(n) (n)nu(n- 1)8(n - 2) h4 (n) h2 (n) h2(n) h3(n) h5 (n) Find the impulse response of the following system if 5. h[n] 8[n]-36[n - 1] hz[n] 3"u[n] n uln] ha[n] nuln] h&n] hs[n]-8[n]+nu[n 1]- 8n-2] h&[n] h3[n] hn] h2[n] hs[n]
Find the impulse response of the system shown in Figure 1. Assume that h(n) = h (n) = /1n un) h3(n) = u(n) 11n haln) = (3) "un) mon) - mm hi(n) h2(n) x(n) y(n) ☺ - Helm von h₃ (n) han) Figure 1. The system.
4. Impulse response is hin] = ()"u[n] input r[m] = "cos"(un] | When applied, obtain the output y[n] using a z-conversion. (20 points) 4. 임펄스 응답이 ha] = (ulnl인 이산 시불변 시스템에 입력 rin] =("cos(un] 이 인가될 때 출력 y[n]을 z-변환을 이용하여 구하시오. ( 20점)
6. [10!] An LTI system has an impulse response hin] for which the z-transform is Homework#6, Ve216 Spring 2018 ue (a) [5] Plot the pole-zero pattern for H(z). (b) [5!] Using the fact that signals of the form 2" are eigenfunctions of LTI systems, determin the system output for all n if the input r[n] is
1. An LTI system has an impulse response h[n] for which thez transform is a. Plot the pole-zero pattern for H(z). b. Using the fact that signals of the form z are eigenfunctions of LTI systems, determine the system output for all n if the input x [n] is given by 72 I3(2)
Please solve the following with full steps. 2. Given the following z-transform of the impulse response h [n], of a causal LTI system Ti H1 (z) = (,-1)(z-0.5) (a) Find hin (b) Verify the first three non-zero values of hi[n] using long division. (c) Find the z transform Hs(z) of hs[n]-2"hi[n], and specify the ROC. (d) Find thez transform H4() of han+n -1], and specify the ROC. e) Find the impulse response, hs[n], of the system Ts, which is the...
system with impulse response hn ! = un- x[n] = u[n]-u[n-4]. Compute Y(z) X(z)H(z) and use Y(z) to compute y[n].
Problem 3. See the cascaded LTI system given in Fig. 3. w in Figure 3: Cascaded LTI system Let the z-transform of the impulse response of the first block be (z - a)(z -b)(z - c) H1(2) a) Find the impulse response of the first block, hi[n in terms of a, b, c, d. Is this an FIR and IIR system? Explain your reasoning b) Find a, b, c, so that the first block nullifies the input signal c) Let...
(i) An FIR system has the impulse response hln] = 3?[n 2 . When the signal a [n] is passed (ii) Consider a signal In] whose DTFT is given by X(es*). What is the DTFT of ii) Suppose hi [n] is the impulse response of an ideal lowpass filter. Which of the options through the system, what is the output, written as a function of rn]? y[n] = x[n-3), written as a function of X(eM)? below is the impulse response...
6) Consider a discrete-time LTI system with impulse response h[n] = response h[n] = ( 1) u[n]. Use Fourie transforms to determine the response of this system to the input x[n] = ml + un).