An LTI system is characterized by its impulse response h(n)=(1/2)nu(n). What is the spectrum of the output signal when the system is excited by the signal x(n)=(1/4)nu(n)?

🎲 Try a Random Question  |  Total Questions in Quiz: 97  |  🧠 Study this quiz with Flashcards
This question is part of a full practice quiz:
Digital Signal Processing Practice Test: Frequency Analysis of Signals and Systems — practice the complete quiz, review flashcards, or try a random question.

Frequency Analysis of Signals and Systems topics include: Frequency analysis of discrete and continuous time signals, fourier transform properties, convolution and de-convolution concepts, inverse systems, LTI systems and discrete time signals.

While time-domain analysis shows how a signal changes over time, frequency-domain analysis shows how the signal's energy is distributed over a range of frequencies.

In signal processing, time–frequency analysis is a body of techniques and methods used for characterizing and manipulating signals whose statistics vary in time, such as transient signals.


An LTI system is characterized by its impulse response h(n)=(1/2)<sup>n</sup>u(n). What is the spectrum of the output signal when the system is excited by the signal x(n)=(1/4)<sup>n</sup>u(n)?