explain every detail.... Jot-the impulse response of the following system. x En)
Detail Explain please:
6 Impulse Response Let h(t) denote the response of a system for which the input signal is the unit-impulse t 0: he(t) = t [a(t) _ u(t-1)] + 2a(t-2), for t > 0.
Determine the system function, impulse response, and zero-state response of the system shown in the below Figure x(n) y(n) 7-1
For the LTI system described by the following impulse response: \(h(n)=n\left(\frac{1}{3}\right)^{n} u(n)+\left(-\frac{1}{4}\right)^{n} u(n)\)Determine the following:1) The system function representation,2) The Difference equation representation3) The pole-zero plot4) the output \(y(n)\) if the input \(x(n)\) is: \(x(n)=\left(\frac{1}{4}\right)^{n} u(n)\)
3. Impulse response 10.18. Suppose that the system of Figure P10.3 is described by each of the following system equations. Find the impulse response of this system by letting x[n] = b[n] to obtain yin = hin. (a) yin) = xin + 7] + x[n - 7 (b) ylu] E x[k] + £ *[k – 21
roblem1 hat is the output of the system if the input and the impulse response are X(t) h(t) 4 -1
roblem1 hat is the output of the system if the input and the impulse response are X(t) h(t) 4 -1
Consider an LTI system with the impulse response h(t) = e- . Is the system casual? Explain. Find and plot the output s(t) given that the system input is x(t) = u(t). Note that s(t) in this case is commonly known as the step response of the system. If the input is x(t) = u(t)-u(t-T). Express the output y(t) as a function of s(t). Also, explicitly write the output y(t) as a function of t. a) b) c)
Problem 4. Convolve the following input X(t) with the system impulse response h(t) and plot the system output y(t). h(t) Problem 5. Construct a Bode plot of the input impedance DMM 100nF zin - 300F CM 500 ohms
3. A continuous-time system with impulse response h'n - 5 rect' is excited by x(1) = 4 rect(21). (a) Find the response y(t) at time 1 = 1/2. (b) Change the excitation from part (a) to x. //\= xlt-1and keep the same impulse response. What is the new responsey.(t) at time 1 =1/2?
1. The impulse response of a second order system is shown below: Impulse Response Amplitude 1 1 2 3 5 6 7 Time (seconds) Please find the characteristic equation of this system. Please include detailed steps.
Fourier transform of the impulse response of a system is: Same as the frequency response Same as step response 0 None of the above Same as Laplace transform of the impulse response