QUESTION 3 (a) There are 4 different types of transform (i to iv), can be used to represent a continuous and discrete time signal. The chosen types of transform are selected based on the finite or infinite duration and also the generated signal either periodic or aperiodic. In the table, fill in the blanks with i, ii, ii or iv depending on which transform(s) can be used to represent the signal described. i- Continuous-time Fourier Series (CTFS) ii- Discrete-time Fourier Series (DTFS) ii- Continuous-time Fourier Transform (CTFT) iv- Discrete-time Fourier transform (DTFT) Signal description Transform Continuous time Infinite duration Periodic Discrete time Infinite duration Aperiodic

QUESTION 3 (a) There are 4 different types of transform (i to iv), can be used to represent a continuous and discrete time signal. The chosen types of transform are selected based on the finite or infinite duration and also the generated signal either periodic or aperiodic. In the table, fill in the blanks with i, ii, ii or iv depending on which transform(s) can be used to represent the signal described. i- Continuous-time Fourier Series (CTFS) ii- Discrete-time Fourier Series (DTFS) ii- Continuous-time Fourier Transform (CTFT) iv- Discrete-time Fourier transform (DTFT) Signal description Transform Continuous time Infinite duration Periodic Discrete time Infinite duration Aperiodic

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

Q. Compute the following Fourier transform or inverse Fourier transform as requested. You may compute these using the integral form or the common transform pairs and properties (but be sure to explain your work
Attached is a problem from my textbook, not a graded assignment or exam so please don't reject, thank you! I need the answer using Fourier Transform Approach as I already understand how to normally do the example, thank you!
Linear Systems: How do I find the Fourier transforms of these images? I am so lost.
1. What is the connection between Fourier series and Fourier transform? What are the main difference of scope and limitations? How the Fourier series did became Fourier transform? Include your own words explanation and mathematical equations.
Find the Fourier Transform of the signal f(t) = sin(ut), where a, B, and μ are positive real constants. +B Please, show all work and refer to the Fourier Transform properties used in the solution.
how can i solve fourier transform question please
solve this differential equation using the fourier transform method
Please include solution on how to get the answer. Just using convolution and not using Fourier and Laplace transform . Thank you
Thank you, I now need part b, the zero state response, redone with Fourier Transform approach. To reiterate, this is an additional part of the textbook example, not a graded assignment, please do not reject, thank you.
What is Fourier Transform? How is it used for transformation of signals and systems? What is Laplace Transform? How is it used for transformation of signals and systems? .
Please answer ASAP. Thanks 1.Choose at least 4 functions (except unit step, signum and impulse functions) and show the derivation of their Fourier Transform. You can use properties of Fourier Transform to minimize your solution.
What will be the z transform of the DT Dirac delta function? Show detailed calculation