2. Letr(t) = sin(2nt) (u(t) — u(t-1))(a) Sketch z and y where y(t) = x(3t - 5).(b) Sketch the signal - p(t-2k), where p(t) = u(t)-u(t-1) is the unit pulsefunction.

GivenThe signal is given by,To find (a) Sketch (b) Sketch , here

Answered: 2. Let x(t) = sin(2nt) (u(t) - u(t-1))…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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2. Let
r(t) = sin(2nt) (u(t) — u(t-1))
(a) Sketch z and y where y(t) = x(3t - 5).
(b) Sketch the signal - p(t-2k), where p(t) = u(t)-u(t-1) is the unit pulse
function.

Expert Solution

Step 1: Summarize the given details

Given

The signal is given by,

$x open parentheses t close parentheses equals sin open parentheses 2 pi t close parentheses open parentheses u open parentheses t close parentheses minus u open parentheses t minus 1 close parentheses close parentheses$

To find

(a) Sketch $y open parentheses t close parentheses equals x open parentheses 3 t minus 5 close parentheses$

(b) Sketch $sum from k equals negative infinity to infinity of space p open parentheses t minus 2 k close parentheses$ , here $p open parentheses t close parentheses equals u open parentheses t close parentheses minus u open parentheses t minus 1 close parentheses$

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