A CIRCUITO HAS THE FOLLOWING TRANSFER FUCTION:s+4H(s)=-(8+1)(s+2)²DETERMINE THE IMPULSE RESPONSE. CHOOSE ONE OFTHE OPTIONS BELOW:О a h(t)%3 (Зe-t- Зе-2— 2te-38)u(t)O b. h(t)=(-3e-t+3e-2t – 2te-3t)u(t)O c. h(t)=(3e-t – 2e-2t – 3te-3t)u(t)O d. h(t)=(3e-t–2e2t – te3t)u(t)O e. h(t)=(-3e-t+3e-2t +2te-3t)u(t)

First we have to broke the given transfer function in individual block so that we can find inverse…

A CIRCUITO HAS THE FOLLOWING TRANSFER FUCTION: 8+4 (8+1)(s+2)² H(s)=: DETERMINE THE IMPULSE RESPONSE. CHOOSE ONE OF THE OPTIONS BELOW: O a. h(t)=(3e-t– 3e-2t – 2te-34)u(t) O b. h(t)=(-3e-t+3e-2 – 2te-3t)u(t) O c. h(t)=(3e-t– 2e-2t – 3te-3t)u(t) O d. h(t)=(3e-t – 2e2t – te3t)u(t) O e. h(t)=(-3e-t+3e-2t +2te-3!)u(t)

A CIRCUITO HAS THE FOLLOWING TRANSFER FUCTION: 8+4 (8+1)(s+2)² H(s)=: DETERMINE THE IMPULSE RESPONSE. CHOOSE ONE OF THE OPTIONS BELOW: O a. h(t)=(3e-t– 3e-2t – 2te-34)u(t) O b. h(t)=(-3e-t+3e-2 – 2te-3t)u(t) O c. h(t)=(3e-t– 2e-2t – 3te-3t)u(t) O d. h(t)=(3e-t – 2e2t – te3t)u(t) O e. h(t)=(-3e-t+3e-2t +2te-3!)u(t)

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

Read and Solve carefully please Write clearly and Box the Final answer(s) Express your answer to 3 Significant figures
This is a review question, therefore it is not graded. The desired answer for the transfer function is in the photo below. Solve for the following using the given circuit. The subject is second order lti system: Passive Low Pass Filter RC Circuit. 1.) Solve for the transfer function (without the values just like in the photo below) using circuit/nodal analysis, after getting the transfer function. Solve for the poles and identify what kind of response. (Damping response, overdamped response, underdamped response, etc.) After identifying the response, apply step input and inverse laplace. 2.) Solve for the transfer function with values by simply substituting the values of the components. 3.) Solve for the Voltage Out of the Circuit.
Please answer in 20 minutes
i need the answer quickly
Can anyone help me with this circuits question. I don’t need the design of the BW LPF just the hand calculations. Thank you
pls help ill rate thank you
Give me the answer step by step with explanation.
a. Find the driving point impedance seen by the voltage source in Figure P11-1 and the voltage transfer function Ty(s) = V₂(s)/V₁(s). b. Select values of R and C so that the transfer function has a zero at -500 rad/s and a pole at -250 rad/s. V₁(s) R R 1/Cs V₂(s)
cant understand part b please rewrite clearly the answer thank you
A system is Causal. The transfer function of system is as below Find the impulse response of system 522 22 – z – 6
can you redo part c? i dont thnk its right.
A) find the solution of 1) Find the transfer function Eo(s) / Ei(s).2) Draw the corresponding block diagram.3) Reduce the block diagram.4) Draw the corresponding SFG5) From the SFG obtain the transfer function using Mason's method.6) From the transfer function draw a state diagram.