BC:3.1 For the discrete time function f[n] (0.6)-¹ sin (n +90°) u[n+3] = a.) Sketch (by hand) the waveform for f[n] vs n. Label the value of the signal for the first 5 nonzero samples. b.) Sketch the waveform, x[n] = 10f[n] (u[n+ 5] - u[n - 4]) vs n. Label the values of x[n] for samples where -6 ≤ n ≤ 5. c.) Sketch the waveform for g[n] = f[n+ 1] vs n. Label the value of the signal, g[n], for the first 5 nonzero samples.

BC:3.1 For the discrete time function f[n] (0.6)-¹ sin (n +90°) u[n+3] = a.) Sketch (by hand) the waveform for f[n] vs n. Label the value of the signal for the first 5 nonzero samples. b.) Sketch the waveform, x[n] = 10f[n] (u[n+ 5] - u[n - 4]) vs n. Label the values of x[n] for samples where -6 ≤ n ≤ 5. c.) Sketch the waveform for g[n] = f[n+ 1] vs n. Label the value of the signal, g[n], for the first 5 nonzero samples.

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

Design an RC circuit where the output always leads the input by a large amount:• Describe the relative values of R and C (using words like “large”, “medium”, or “small”,rather than numbers) and if the output amplitude is large or small.• Do you measure the output across the capacitor or resistor?• Sketch the input (source) and output voltage sine waves.
Illustrate, by means of a single sketch, the frequency domain of a 10 kHz square wave with a 20 dBm level. Your frequency range must be from 0-60 kHz. PROCESS: You can make a hand sketch on a piece of paper, take a photo of it and then copy the photo into the block below. Alternatively, you can sketch it using a software package of your choice.
The complex discrete time signal x(n)=3e(3/5(n+0.5n)) is Select one: O a. Non periodic signal b. Periodic signal a fundamental period N=6 c. Periodic signal with a fundamental period N=5/3n d. Periodic signal with a fundamental period N=10
1. Consider a sinusoidal signal x(t)=sin(2n50t) for ten complete cycles. Using this signal, plot to represent the following: (a) Plot x(t) as analog continuous signal (b) Plot x(t) as analog discrete-time signal (c) Quantize the signal to 4 levels, +1, +1/3, -1/3, -1 and plot the corresponding i) digital discrete-time signal; and ii) digital continuous signal (d) Plot the amplitude spectrum for the sinusoidal signal generated in part (a). (e) Plot the phase spectrum for the sinusoidal signal generated in part (a).
I need answer within 20 minutes please please with my best wishes
Solve 16
Q3) A-Suppose that an analog signal is given as x(t) = 5cos (2 x 10³t) and is sampled at the rate 8kHz. Sketch the spectrum for the original signal and the sampled signal from 0 to 20kHz.
P.nil
Consider the following plots of time-domain and frequency-domain signals. Label the axes of the five plots. For example, plot B should be labeled as amplitude vs. time. Characterize each plot as either a time-domain or a frequency-domain signal. Describe the mathematical relationships among the plots. For example, how could you arrive at plot A from plots D and E?
Draw the waveform corresponding to to a BASK signal whose sequence is: 1 0 1 1 0
Given: Vin = Vpeak sin(w)(t) Vpeak = 5V R1 = 1k ohms And using the ideal diode model What is the Vo waveform for 2 periods. Calculate for the average Vo and derive a formula for Vo in terms of Vpeak .
how do this